<?xml version="1.0" encoding="utf-8"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/"><channel><title>KKKZOZ&apos;s Blog</title><link>https://blog.kkkzoz.top/</link><description>Notes on research, systems and engineering.</description><language>en</language><generator>tola-ssg</generator><item><title>KTransformers: CPU/GPU Hybrid Inference for MoE Models</title><link>https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/</link><description><![CDATA[How KTransformers (SOSP '25) runs the 671B DeepSeek-V3 on one GPU plus a dual-socket Xeon: AMX-aware CPU kernels, a single CUDA Graph for the whole decode step, NUMA-aware tensor parallelism, and Expert Deferral, which overlaps CPU and GPU by letting some experts arrive one layer late.]]></description><guid isPermaLink="false">https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/</guid><pubDate>Sat, 24 Oct 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>Running a 671B-parameter MoE model such as DeepSeek-V3 at home sounds impossible: even in Int4 the weights are about 8× larger than an A100′s memory. But host DRAM is cheap and large, and an MoE model only touches a few experts per token. So the natural plan is to keep most of the model in DRAM, compute the experts on the CPU, and give the GPU whatever it can hold.</p><p>KTransformers (Chen, Xie, Zhang et al., Tsinghua / Approaching.AI, SOSP ‘25) is a system built on that plan. Its observation is that once you do this, the <strong>CPU side</strong> becomes the bottleneck: its compute, its coordination with the GPU, and its own NUMA topology. The paper fixes each of these, then adds one model-level trick, <strong>Expert Deferral</strong>, so the CPU and GPU actually run at the same time.</p><p>On one A100 plus two Xeon 8452Y sockets, the result is <strong>4.62–19.74×</strong> faster prefill and <strong>1.25–4.09×</strong> faster decode than existing hybrid systems, plus up to <strong>45%</strong> more decode throughput from Expert Deferral at an average accuracy drop of at most 0.5%.</p><h2 id="background-why-local-moe-inference-is-a-cpu-problem"><span class="heading-num">01</span>Background: Why Local MoE Inference Is a CPU Problem<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#background-why-local-moe-inference-is-a-cpu-problem" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="two-phases,-two-kinds-of-work"><span class="heading-num">1.1</span>Two phases, two kinds of work<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#two-phases,-two-kinds-of-work" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>LLM inference has two phases. <strong>Prefill</strong> processes the whole prompt at once; <strong>decode</strong> generates one token per step. What matters for hardware is the <strong>arithmetic intensity</strong> (ARI): FLOPs done per byte of weights read. Prefill reuses every weight across many tokens, so it is compute-bound. 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2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">In an MoE layer, the ARI is set by <strong>how many tokens are routed to each expert</strong>, not by the prompt length. This number decides later whether the CPU should use AMX or AVX-512.</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h3 id="mixture-of-experts-a-huge-model-with-a-sparse-step"><span class="heading-num">1.2</span>Mixture-of-Experts: a huge model with a sparse step<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#mixture-of-experts-a-huge-model-with-a-sparse-step" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>In an MoE layer, the dense FFN is replaced by a pool of experts, and a learned gate picks the <strong>top-k</strong> experts for each token. 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but each token only touches a few experts per layer. In the cloud, huge batches keep every expert busy. In a local deployment with one or a few requests, most experts sit idle in memory, and sparse activation cuts the memory traffic per token. 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compute?<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#offloading-move-the-weights,-or-move-the-compute" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>There are two ways to use host memory:</p><ul><li><strong>Weight offloading</strong> keeps experts in DRAM and copies the needed ones to the GPU on demand. Every step then pushes new experts over PCIe (32 GB/s on PCIe 4.0), which is far too slow.</li><li><strong>Computation offloading</strong> (Fiddler) keeps the experts in DRAM and runs them <strong>on the CPU</strong>. 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"/></symbol></defs></svg></div><p>Fiddler also places modules by ARI: attention (highest ARI) and popular experts go to the GPU. KTransformers uses the same idea in a simpler form, aimed at models with shared experts: attention and <strong>shared</strong> experts run on the GPU, <strong>routed</strong> experts (which are trained to be load-balanced) run on the CPU. For models without shared experts, popular experts can still be found by offline profiling, as Fiddler does.</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">With computation offloading, the bottleneck moves to the <strong>CPU side</strong>: its memory access, its compute, and its coordination with the GPU.</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h2 id="where-existing-hybrid-systems-lose-time"><span class="heading-num">02</span>Where Existing Hybrid Systems Lose Time<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#where-existing-hybrid-systems-lose-time" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>The starting point is Fiddler-style hybrid inference of DeepSeek-V3 on one A100 and two Xeon CPUs. It reaches <strong>70.02 tokens/s</strong> in prefill and <strong>4.68 tokens/s</strong> in decode, with GPU utilization <strong>below 30%</strong>. The GPU is mostly waiting, so the system is CPU-bound. The paper traces this to three causes.</p><h3 id="1-cpu-compute-reaches-only-7-of-the-amx-peak"><span class="heading-num">2.1</span>① CPU compute reaches only 7% of the AMX peak<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#1-cpu-compute-reaches-only-7-of-the-amx-peak" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Modern server CPUs have matrix units: Intel <strong>AMX</strong> and ARM <strong>SME</strong>. PyTorch already calls Intel’s AMX kernel through oneDNN. On a microbenchmark of a DeepSeek-V3 MoE layer on one 36-core Xeon 8452Y, AMX beats AVX-512 at high ARI, but it <strong>plateaus at 5.4 TFLOPS</strong> (AVX-512 reaches 1.8 TFLOPS).</p><figure class="img" style="width: 75%"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig3-cpu-bench.jpg?h=e5246991a641a9b777b3f418f43798f727c7552e687a4353208ae2657dec93e9" alt="Throughput of DeepSeek-V3 MoE layers with PyTorch AMX, PyTorch AVX-512, and the KTransformers AMX kernel" loading="lazy" decoding="async"><figcaption>Fig. 3: MoE-layer throughput vs. tokens per expert. 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0.555 1.85 0.555q 0.81 0 1.41 -0.25q 0.6 -0.25 0.97 -0.68l -0.85 -0.95q -0.28 0.31 -0.66 0.485q -0.38 0.175 -0.86 0.175q -1.01 0 -1.01 -0.83q 0 -0.36 0.225 -0.54q 0.225 -0.18 0.735 -0.27l 0.73 -0.13q 0.85 -0.15 1.31 -0.64q 0.46 -0.49 0.46 -1.32q 0 -0.49 -0.17 -0.905q -0.17 -0.415 -0.51 -0.72q -0.34 -0.305 -0.835 -0.475q -0.495 -0.17 -1.155 -0.17Z "/></symbol></defs></svg></div><p>The theoretical AMX peak is 73.7 TFLOPS, so PyTorch gets about 7% of it. The paper blames mainly the <strong>memory layout</strong>: the weights are not arranged the way AMX consumes them, so cache reuse is poor and memory bandwidth is wasted.</p><h3 id="2-in-decode,-kernel-launches-eat-gpu-time"><span class="heading-num">2.2</span>② In decode, kernel launches eat GPU time<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#2-in-decode,-kernel-launches-eat-gpu-time" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Decode kernels run for microseconds, so launching them costs about as much as running them. Profiling the DeepSeek-V3 decode phase with Nsight Systems:</p><ul><li><strong>Fiddler</strong> issues over 7,000 kernel launches per token at 16 µs each: launch overhead is <strong>73%</strong> of GPU time.</li><li><strong>Llama.cpp</strong> fuses aggressively and avoids Python: about 3,000 launches at 5 µs each, still <strong>21%</strong> of GPU time.</li></ul><figure class="img" style="width: 75%"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig4-launch.jpg?h=bf97d3d9b3a401c63dc78b4a1e5846a05300998f54c9b471148f7d207d6b8692" alt="CDF of GPU kernel execution time compared with average launch time for Fiddler and Llama.cpp" loading="lazy" decoding="async"><figcaption>Fig. 4: distribution of kernel execution time against the average launch time.</figcaption></figure><div class="svg-frame" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 46.168888889em; height: 8.355555556em; display: block" viewBox="0 0 519.4 94" 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In hybrid inference this breaks, because every CPU expert call is a synchronization point that cuts the graph. <code>torch.compile</code> splits the graph at layer boundaries, and Llama.cpp turns CUDA Graphs off to avoid repeated captures. Running GPU shared experts and CPU routed experts <strong>at the same time</strong> adds another scheduling problem that a plain CUDA Graph does not solve.</p><h3 id="3-two-sockets-are-only-16-faster-than-one"><span class="heading-num">2.3</span>③ Two sockets are only 16% faster than one<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#3-two-sockets-are-only-16-faster-than-one" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>A dual-socket server is a NUMA machine: each socket has its own DRAM, and reading the other socket’s memory goes over the socket link at about half the bandwidth (220 GB/s local vs. 125 GB/s remote on the testbed).</p><div class="svg-frame" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 52.444444444em; height: 14.105333333em; display: block" viewBox="0 0 590 158.685" width="590pt" height="158.685pt" xmlns="http://www.w3.org/2000/svg" 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0.39 0.435 0.685 0.95q 0.295 0.515 0.465 1.11q 0.17 0.595 0.17 1.235v 0.86q 0 0.64 -0.17 1.235q -0.17 0.595 -0.465 1.11q -0.295 0.515 -0.685 0.95q -0.39 0.435 -0.82 0.765h 0.81q 0.42 -0.32 0.8 -0.785q 0.38 -0.465 0.665 -1.045q 0.285 -0.58 0.45 -1.255q 0.165 -0.675 0.165 -1.405Z "/></symbol></defs></svg></div><p>Fiddler and Llama.cpp treat memory as uniform, so weights land on either node. Decoding one DeepSeek-V3 MoE layer takes 6.9 ms on one socket and 5.8 ms on two. Doubling the cores barely helps when half of the reads go remote.</p><h3 id="from-bottlenecks-to-techniques"><span class="heading-num">2.4</span>From bottlenecks to techniques<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#from-bottlenecks-to-techniques" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Each bottleneck maps to one part of KTransformers:</p><div class="svg-frame" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 61.333333333em; height: 17.267555556em; display: block" viewBox="0 0 690 194.26" width="690pt" height="194.26pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(84)" d="M 0 0h 72v 8.52h -72v -8.52Z "/><g transform="translate(84 0)"><g transform="matrix(1 0 0 -1 0 8.376)"><use xlink:href="#gBD61035785C018AC04A752EEDCA5A113" x="0" 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href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#system-overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>KTransformers is a drop-in extension of <strong>HuggingFace Transformers</strong>: the user-facing interface stays the same, and optimized modules are swapped in underneath.</p><figure class="img" style="width: 80%"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig5-overview.jpg?h=8ceb32346830a58e38f18fbaedd118c93d267fb93aa165f0e12a5e5a721cf44e" alt="System overview of KTransformers" loading="lazy" decoding="async"><figcaption>Fig. 5: KTransformers system overview.</figcaption></figure><ul><li><strong>CPU side</strong>: a custom fused-MoE module replaces PyTorch’s MoE, running on hand-written AMX / AVX-512 kernels.</li><li><strong>GPU side</strong>: FlashInfer-based attention, and optionally Marlin kernels for quantized linear layers.</li><li><strong>Coordination</strong>: asynchronous CPU-GPU scheduling, so that the whole dynamic-shaped hybrid forward pass fits in one CUDA Graph, and NUMA-aware tensor parallelism across sockets.</li><li><strong>Overlap</strong>: Expert Deferral.</li><li><strong>Glue</strong>: a YAML-driven module injection framework.</li></ul><p>The implementation is about 11,000 lines of C++ and 2,000 lines of Python.</p><h2 id="making-the-cpu-fast"><span class="heading-num">04</span>Making the CPU Fast<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#making-the-cpu-fast" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="an-amx-tiling-aware-memory-layout"><span class="heading-num">4.1</span>An AMX tiling-aware memory layout<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#an-amx-tiling-aware-memory-layout" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Each AMX-enabled core has <strong>8 tile registers</strong>. A tile is a submatrix of <strong>16 rows × 64 bytes</strong>, and one instruction loads or stores a whole tile. AMX is fast enough that how tiles reach it from memory decides the performance.</p><p>With a normal row-major weight matrix, one tile takes 64 B from each of 16 rows, and those pieces are a full row apart in memory: 16 scattered reads per tile. 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Scale factors are stored separately so they do not break the alignment. Int4 tiles are packed into Int8-sized blocks and unpacked with SIMD instructions.</li></ul><h3 id="a-cache-friendly-amx-kernel"><span class="heading-num">4.2</span>A cache-friendly AMX kernel<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#a-cache-friendly-amx-kernel" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>On top of this layout, the kernel’s loop nest follows the memory hierarchy, one level per tier:</p><figure class="img" style="width: 70%"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig6-amx-kernel.jpg?h=5415b404a3d7e1a7f7b4bca7af7141d9972037c8260f95859a1a658b0f38da42" alt="Execution process of the KTransformers AMX kernel" loading="lazy" decoding="async"><figcaption>Fig. 6: execution of the AMX kernel across DRAM, L3, L2, L1 and tile registers.</figcaption></figure><ol><li>Expert weights are split by <strong>columns</strong> into tasks, which threads pull from a queue. The input activations are reused by every task, so they naturally stay in the shared <strong>L3</strong> cache (they are not pinned there explicitly).</li><li>Each task splits its weights by <strong>rows</strong> into blocks sized to fit <strong>L2</strong>.</li><li>Inside a block, inputs (from L3) and weights (from DRAM) are loaded into L2 <strong>once</strong>.</li><li>The block is processed as AMX tiles: results are multiplied and accumulated directly in <strong>tile registers</strong>, spilling to L1 only when needed.</li></ol><div class="svg-frame" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 48.28890716em; height: 17.047902222em; display: block" viewBox="0 0 543.250205556 191.7889" width="543.250205556pt" height="191.7889pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="scale(0.85)"><path fill="none" transform="translate(0 0.072)" d="M 0 0h 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It depends on the ARI<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#amx-or-avx-512-it-depends-on-the-ari" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>AMX always works on whole tiles. One input tile holds 16 token rows, so if only one or two tokens are routed to an expert, most of the tile is padding. 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-0.41 0 -0.575 0.17q -0.165 0.17 -0.165 0.43v 0.18q 0 0.26 0.165 0.43q 0.165 0.17 0.575 0.17q 0.41 0 0.575 -0.17q 0.165 -0.17 0.165 -0.43v -0.18q 0 -0.26 -0.165 -0.43q -0.165 -0.17 -0.575 -0.17Z "/></symbol><symbol id="g72077170FE5F5C2BC63FEBEE9096A467" overflow="visible"><path d="M 0 0m 1.73 0l 2.73 6.26h -3.06v -1.3h -0.75v 2.02h 4.66v -0.74l -2.68 -6.24h -0.9Z "/></symbol></defs></svg></div><p>KTransformers therefore also has an <strong>AVX-512 kernel that reads the same tiled layout</strong>, and picks between the two at runtime, with no repacking. In the microbenchmark, AVX-512 wins whenever there are <strong>4 or fewer tokens per expert</strong>:</p><figure class="img" style="width: 70%"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig7-amx-vs-avx.jpg?h=4594f8b745ea08bc51083d7b3f2ce285f1b0ad3a02060faa9751b9814d08de1b" alt="Latency of MoE layers with the KTransformers AMX and AVX-512 kernels across models" loading="lazy" decoding="async"><figcaption>Fig. 7: MoE-layer latency with the AMX and AVX-512 kernels as tokens per expert grow.</figcaption></figure><p>The hybrid kernel is <strong>1.20×</strong> faster than pure AMX in decode and <strong>10.81×</strong> faster than pure AVX-512 in prefill.</p><h3 id="fused-moe-and-dynamic-scheduling"><span class="heading-num">4.4</span>Fused MoE and dynamic scheduling<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#fused-moe-and-dynamic-scheduling" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>An MoE layer is many small matrix multiplications (Gate, Up and Down for each expert), and every one of them is a thread barrier if run separately. 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-4.906h 0.099l 0.968 4.906h 0.968l 0.968 -4.906h 0.099l 0.649 4.906h 0.759l -0.869 -5.676h -1.144l -0.902 4.752h -0.088l -0.924 -4.752h -1.144l -0.869 5.676Z "/></symbol><symbol id="g2943324BFF0436B9E70EF92911B50E3E" overflow="visible"><path d="M 0 0m 1.078 0v 5.676h 0.88v -0.924h 0.044q 0.088 0.209 0.22 0.4015q 0.132 0.1925 0.3245 0.3355q 0.1925 0.143 0.4565 0.231q 0.264 0.088 0.616 0.088q 0.891 0 1.43 -0.5665q 0.539 -0.5665 0.539 -1.6005v -3.641h -0.88v 3.487q 0 0.781 -0.341 1.1605q -0.341 0.3795 -1.001 0.3795q -0.264 0 -0.517 -0.066q -0.253 -0.066 -0.451 -0.198q -0.198 -0.132 -0.319 -0.341q -0.121 -0.209 -0.121 -0.484v -3.938h -0.88Z "/></symbol></defs></svg></div><p>In prefill, expert load is very uneven: popular experts get many more tokens. With static partitioning some threads finish early and wait. KTransformers cuts large tasks into small subtasks in a lightweight queue, and threads <strong>pull</strong> work dynamically. This gives up to <strong>1.83×</strong> in prefill.</p><h2 id="cpu-gpu-and-cpu-cpu-coordination"><span class="heading-num">05</span>CPU-GPU and CPU-CPU Coordination<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#cpu-gpu-and-cpu-cpu-coordination" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="asynchronous-scheduling-inside-one-cuda-graph"><span class="heading-num">5.1</span>Asynchronous scheduling inside one CUDA Graph<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#asynchronous-scheduling-inside-one-cuda-graph" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>The decode step for one MoE layer goes like this. The GPU runs the gate and now knows the routed experts for each token. A CPU control thread pushes the routed-expert tasks into a <strong>lock-free queue</strong> and launches the GPU kernels for the shared experts. Background worker threads run the queued tasks. 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host-side barriers per layer: <strong>submit</strong> (GPU activations go to the CPU) and <strong>sync</strong> (CPU results come back). Each one breaks the CUDA Graph. 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the GPU graph is <strong>identical at every step</strong>, even though the routing changes.</li><li>Callbacks only enqueue or wait; the expert math stays on the worker threads.</li></ul><p>The whole decode step for one token is now <strong>one</strong> CUDA Graph. Kernel launch overhead drops from 21–73% to almost zero, and decode gets up to <strong>1.23×</strong> faster.</p><h3 id="numa-aware-tensor-parallelism"><span class="heading-num">5.2</span>NUMA-aware tensor parallelism<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#numa-aware-tensor-parallelism" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Cloud systems usually spread MoE across devices with <strong>expert parallelism</strong> (EP): each socket owns whole experts. 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stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">Every expert is split evenly, so the work is balanced, nearly all weight reads are local, and there is only one reduce per expert. Compared with a NUMA-oblivious baseline, decode gets up to <strong>1.63×</strong> faster (prefill 1.22×).</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h2 id="expert-deferral-overlapping-cpu-and-gpu"><span class="heading-num">06</span>Expert Deferral: Overlapping CPU and GPU<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#expert-deferral-overlapping-cpu-and-gpu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="why-the-cpu-and-gpu-still-wait-for-each-other"><span class="heading-num">6.1</span>Why the CPU and GPU still wait for each other<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#why-the-cpu-and-gpu-still-wait-for-each-other" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>After all the above, decode of DeepSeek-V3 still reaches only 5.87 tokens/s. The reason is the Transformer’s strict layer order: the attention of layer <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.258444444em; height: 0.683em;" viewBox="0 0 25.4075 7.68375" width="25.4075pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g15DC070312075A0699382E0644720678" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.53 7.68375)"><use xlink:href="#g2E7CB3EFECF1F4458BEEAB2855AC8723" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 19.7825 7.68375)"><use xlink:href="#g39F9266F029995951E2253F0270917CB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g15DC070312075A0699382E0644720678" overflow="visible"><path d="M 0 0m 4.60125 3.97125c 0 -0.2925 0.1575 -0.43875 0.46125 -0.43875c 0.39375 0 0.6525 0.34875 0.6525 0.73125c 0 0.43875 -0.36 0.7425 -0.79875 0.7425c -0.50625 0 -1.04625 -0.3375 -1.6425 -1.00125c -0.46125 -0.50625 -0.8325 -0.8325 -1.13625 -0.97875l 1.13625 4.6125c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.36 0 -1.215 -0.10125 -1.35 -0.1125c -0.16875 -0.0225 -0.2475 -0.10125 -0.2475 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.21375 0 0.50625 0.01125 0.50625 -0.14625l -1.63125 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.19125 0 0.3375 0.09 0.41625 0.25875c 0.05625 0.10125 0.25875 0.9 0.61875 2.4075c 0.585 -0.05625 1.20375 -0.3375 1.20375 -0.9c 0 -0.16875 -0.07875 -0.50625 -0.07875 -0.61875c 0 -0.64125 0.41625 -1.1475 1.0575 -1.1475c 0.6525 0 1.09125 0.585 1.31625 1.755c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.10125 0 -0.16875 -0.07875 -0.2025 -0.23625c -0.2475 -0.88875 -0.55125 -1.33875 -0.9225 -1.33875c -0.2025 0 -0.30375 0.1575 -0.30375 0.4725c 0 0.18 0.135 0.7875 0.135 0.9675c 0 0.64125 -0.5175 1.035 -1.56375 1.1925c 0.25875 0.18 0.55125 0.43875 0.86625 0.77625c 0.315 0.3375 0.54 0.55125 0.68625 0.675c 0.30375 0.2475 0.59625 0.37125 0.855 0.37125c 0.1125 0 0.2025 -0.0225 0.27 -0.0675c -0.30375 -0.05625 -0.5625 -0.3375 -0.5625 -0.63Z "/></symbol><symbol id="g2E7CB3EFECF1F4458BEEAB2855AC8723" overflow="visible"><path d="M 0 0m 7.8525 3.0825h -3.20625v 3.20625c 0 0.18 -0.09 0.27 -0.27 0.27c -0.18 0 -0.27 -0.09 -0.27 -0.27v -3.20625h -3.20625c -0.18 0 -0.27 -0.09 -0.27 -0.27c 0 -0.18 0.09 -0.27 0.27 -0.27h 3.20625v -3.20625c 0 -0.18 0.09 -0.27 0.27 -0.27c 0.18 0 0.27 0.09 0.27 0.27v 3.20625h 3.20625c 0.18 0 0.27 0.09 0.27 0.27c 0 0.14625 -0.12375 0.27 -0.27 0.27Z "/></symbol><symbol id="g39F9266F029995951E2253F0270917CB" overflow="visible"><path d="M 0 0m 3.02625 7.4925c -0.46125 -0.4725 -1.13625 -0.70875 -2.025 -0.70875v -0.43875c 0.585 0 1.06875 0.09 1.44 0.27v -5.6925c 0 -0.2025 -0.045 -0.3375 -0.14625 -0.39375c -0.10125 -0.05625 -0.3825 -0.09 -0.8325 -0.09h -0.39375v -0.43875c 0.28125 0.0225 0.88875 0.03375 1.8225 0.03375c 0.93375 0 1.54125 -0.01125 1.8225 -0.03375v 0.43875h -0.39375c -0.46125 0 -0.7425 0.03375 -0.8325 0.09c -0.09 0.05625 -0.14625 0.19125 -0.14625 0.39375v 6.2325c 0 0.27 -0.0225 0.3375 -0.315 0.3375Z "/></symbol></defs></svg></span> needs the outputs of <strong>all</strong> routed experts of layer <span role="math" class="math-inline"><svg style="overflow: visible; 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So the GPU idles while the CPU computes routed experts, and the CPU idles while the GPU computes attention. Shared experts do run on the GPU in parallel with routed experts, but they are only <strong>18%</strong> of the GPU time in DeepSeek-V3.</p><figure class="img" style="width: 70%"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig1-timeline.jpg?h=dffaac765f4829dec15e6a81940a0702f8aacc1c514b2215ab02e15263eb0fa3" alt="Timelines of GPU-only, CPU-GPU hybrid, and Expert Deferral execution" loading="lazy" decoding="async"><figcaption>Fig. 1: execution timelines. The bottom row is CPU-GPU orchestration with Expert Deferral.</figcaption></figure><p>The key observation is that <strong>residual connections</strong> make Transformers tolerant to late updates: each layer adds its output to a residual stream that every later layer reads. 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Their output feeds layer <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.258444444em; height: 0.683em;" viewBox="0 0 25.4075 7.68375" width="25.4075pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g15DC070312075A0699382E0644720678" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.53 7.68375)"><use xlink:href="#g2E7CB3EFECF1F4458BEEAB2855AC8723" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 19.7825 7.68375)"><use xlink:href="#g39F9266F029995951E2253F0270917CB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g15DC070312075A0699382E0644720678" overflow="visible"><path d="M 0 0m 4.60125 3.97125c 0 -0.2925 0.1575 -0.43875 0.46125 -0.43875c 0.39375 0 0.6525 0.34875 0.6525 0.73125c 0 0.43875 -0.36 0.7425 -0.79875 0.7425c -0.50625 0 -1.04625 -0.3375 -1.6425 -1.00125c -0.46125 -0.50625 -0.8325 -0.8325 -1.13625 -0.97875l 1.13625 4.6125c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.36 0 -1.215 -0.10125 -1.35 -0.1125c -0.16875 -0.0225 -0.2475 -0.10125 -0.2475 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.21375 0 0.50625 0.01125 0.50625 -0.14625l -1.63125 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.19125 0 0.3375 0.09 0.41625 0.25875c 0.05625 0.10125 0.25875 0.9 0.61875 2.4075c 0.585 -0.05625 1.20375 -0.3375 1.20375 -0.9c 0 -0.16875 -0.07875 -0.50625 -0.07875 -0.61875c 0 -0.64125 0.41625 -1.1475 1.0575 -1.1475c 0.6525 0 1.09125 0.585 1.31625 1.755c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.10125 0 -0.16875 -0.07875 -0.2025 -0.23625c -0.2475 -0.88875 -0.55125 -1.33875 -0.9225 -1.33875c -0.2025 0 -0.30375 0.1575 -0.30375 0.4725c 0 0.18 0.135 0.7875 0.135 0.9675c 0 0.64125 -0.5175 1.035 -1.56375 1.1925c 0.25875 0.18 0.55125 0.43875 0.86625 0.77625c 0.315 0.3375 0.54 0.55125 0.68625 0.675c 0.30375 0.2475 0.59625 0.37125 0.855 0.37125c 0.1125 0 0.2025 -0.0225 0.27 -0.0675c -0.30375 -0.05625 -0.5625 -0.3375 -0.5625 -0.63Z "/></symbol><symbol id="g2E7CB3EFECF1F4458BEEAB2855AC8723" overflow="visible"><path d="M 0 0m 7.8525 3.0825h -3.20625v 3.20625c 0 0.18 -0.09 0.27 -0.27 0.27c -0.18 0 -0.27 -0.09 -0.27 -0.27v -3.20625h -3.20625c -0.18 0 -0.27 -0.09 -0.27 -0.27c 0 -0.18 0.09 -0.27 0.27 -0.27h 3.20625v -3.20625c 0 -0.18 0.09 -0.27 0.27 -0.27c 0.18 0 0.27 0.09 0.27 0.27v 3.20625h 3.20625c 0.18 0 0.27 0.09 0.27 0.27c 0 0.14625 -0.12375 0.27 -0.27 0.27Z "/></symbol><symbol id="g39F9266F029995951E2253F0270917CB" overflow="visible"><path d="M 0 0m 3.02625 7.4925c -0.46125 -0.4725 -1.13625 -0.70875 -2.025 -0.70875v -0.43875c 0.585 0 1.06875 0.09 1.44 0.27v -5.6925c 0 -0.2025 -0.045 -0.3375 -0.14625 -0.39375c -0.10125 -0.05625 -0.3825 -0.09 -0.8325 -0.09h -0.39375v -0.43875c 0.28125 0.0225 0.88875 0.03375 1.8225 0.03375c 0.93375 0 1.54125 -0.01125 1.8225 -0.03375v 0.43875h -0.39375c -0.46125 0 -0.7425 0.03375 -0.8325 0.09c -0.09 0.05625 -0.14625 0.19125 -0.14625 0.39375v 6.2325c 0 0.27 -0.0225 0.3375 -0.315 0.3375Z "/></symbol></defs></svg></span> as usual.</li><li><strong>Deferred experts</strong>: the rest. 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In prefill, the many tokens of a batch jointly select almost all experts, so the immediate and deferred groups both cover nearly every expert. That almost doubles the memory traffic and cancels the gain from overlap.</div></aside><h3 id="how-many-experts-to-defer"><span class="heading-num">6.3</span>How many experts to defer?<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#how-many-experts-to-defer" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>The paper profiles one DeepSeek-V3 layer (BF16, top-8 routing). 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Layer time drops by 19%, but the deferred experts finish early and the CPU idles again.</li><li><strong>3 deferred</strong>: the deferred work exactly fills the CPU’s free time, ending when the next layer’s immediate experts start. The CPU is saturated; layer time drops by 26% and end-to-end decode throughput rises by <strong>33%</strong>. CPU / GPU utilization goes from 74% / 28% to 100% / 37%.</li><li><strong>4 deferred</strong>: no further gain, because the CPU is already full; work just shifts around.</li></ul><p>So DeepSeek-V3 (BF16) uses <strong>5 immediate + 3 deferred</strong> experts. The general rule: defer the <strong>fewest</strong> experts needed to saturate the CPU, and keep <strong>at least 2 immediate experts</strong> per layer for model stability.</p><h2 id="flexible-module-injection"><span class="heading-num">07</span>Flexible Module Injection<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#flexible-module-injection" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>All these optimizations are only useful if they are easy to apply to new models. KTransformers exports its C++ kernels through <strong>pybind11</strong> and wraps them as ordinary PyTorch modules, so they can replace any existing module. A YAML file describes the replacements as <strong>match</strong> → <strong>replace</strong> rules:</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">yaml</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="yaml">- <span style="color: #4b69c6">match</span>:
    <span style="color: #4b69c6">class</span>: <span style="color: #198810">modeling_deepseek_v3.DeepseekV3MoE</span>
  <span style="color: #4b69c6">replace</span>:
    <span style="color: #4b69c6">class</span>: <span style="color: #198810">operators.experts.FusedMoE</span>
    <span style="color: #4b69c6">device</span>: <span style="color: #198810">"</span><span style="color: #198810">cpu</span><span style="color: #198810">"</span>
    <span style="color: #4b69c6">kwargs</span>:
      <span style="color: #4b69c6">backend</span>: <span style="color: #198810">"</span><span style="color: #198810">hybrid_AMX_AVX512</span><span style="color: #198810">"</span>
      <span style="color: #4b69c6">data_type</span>: <span style="color: #198810">"</span><span style="color: #198810">Int4</span><span style="color: #198810">"</span>
      <span style="color: #4b69c6">n_deferred_experts</span>: <span style="color: #b60157">6</span>
- <span style="color: #4b69c6">match</span>:
    <span style="color: #4b69c6">name</span>: <span style="color: #198810">"</span><span style="color: #198810">^model\.layers\..*\.self_attn$</span><span style="color: #198810">"</span>
  <span style="color: #4b69c6">replace</span>:
    <span style="color: #4b69c6">class</span>: <span style="color: #198810">operators.attention.FlashInferMLA</span>
    <span style="color: #4b69c6">device</span>: <span style="color: #198810">"</span><span style="color: #198810">cuda:0</span><span style="color: #198810">"</span>
- <span style="color: #4b69c6">match</span>:
    <span style="color: #4b69c6">name</span>: <span style="color: #198810">"</span><span style="color: #198810">^(?!lm_head$).*</span><span style="color: #198810">"</span>
    <span style="color: #4b69c6">class</span>: <span style="color: #198810">torch.nn.Linear</span>
  <span style="color: #4b69c6">replace</span>:
    <span style="color: #4b69c6">class</span>: <span style="color: #198810">operators.linear.MarlinLinear</span>
    <span style="color: #4b69c6">device</span>: <span style="color: #198810">"</span><span style="color: #198810">cuda:0</span><span style="color: #198810">"</span>
    <span style="color: #4b69c6">kwargs</span>: {<span style="color: #4b69c6">d</span><span style="color: #4b69c6">ata_type</span>: <span style="color: #198810">"</span><span style="color: #198810">Int4</span><span style="color: #198810">"</span>}</code></pre></div><p>This is the configuration for DeepSeek-V3 in Int4. The first rule replaces every <code>DeepseekV3MoE</code> (matched by class) with the fused CPU MoE using the hybrid AMX / AVX-512 kernel and 6 deferred experts. The second replaces self-attention (matched by name) with FlashInfer’s MLA kernel. The third turns every <code>nn.Linear</code> except <code>lm_head</code> into an Int4 Marlin layer on the GPU.</p><p>At initialization, the framework walks the module tree, replaces every match, and keeps walking into the new submodules. There is no runtime overhead and the HuggingFace API is unchanged. Porting to DeepSeek-V2 means changing <strong>one line</strong>: the matched class name. The same mechanism also supports multi-GPU pipelining, mixed precision and KV-cache offloading.</p><h2 id="evaluation"><span class="heading-num">08</span>Evaluation<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#evaluation" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="setup"><span class="heading-num">8.1</span>Setup<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#setup" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="svg-frame" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 35.555555556em; height: 17.422222222em; display: block" viewBox="0 0 400 196" width="400pt" height="196pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#f0f3f2" fill-rule="nonzero" stroke="#65716f" 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Prefill varies the prompt from 32 to 8192 tokens; decode uses a 32-token prompt and up to 512 output tokens.</li><li><strong>Baselines</strong>: <strong>Fiddler</strong> (PyTorch hybrid system) and <strong>Llama.cpp</strong>, which the authors extended with expert-level offloading so both baselines use the same Fiddler-style placement.</li><li><strong>Precision</strong>: on the A100, full precision (BF16; FP16 for Llama.cpp, which lacks BF16 CUDA kernels). 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class="heading-num">8.2</span>Prefill: faster at every prompt length<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#prefill-faster-at-every-prompt-length" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig11-prefill.jpg?h=8102e5e32c70392a38403345a58d80d599a7a27e080d685c9fd351e744c9c552" alt="Prefill throughput of KTransformers, Fiddler and Llama.cpp across prompt lengths" loading="lazy" decoding="async"><figcaption>Fig. 11: prefill throughput vs. prompt length.</figcaption></figure><p>Among the baselines, Llama.cpp wins on short prompts thanks to operator fusion, while Fiddler wins on long prompts thanks to oneDNN’s AMX path. 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-0.612h -3.942v 0.612Z "/></symbol></defs></svg></div><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">Bars redrawn (approximately) from the paper’s Fig. 12; the labels give the extra gain of Expert Deferral over KTransformers without it.</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><ul><li><strong>Without Expert Deferral</strong>, full precision: <strong>2.42–4.09×</strong> over Fiddler and <strong>1.25–1.76×</strong> over Llama.cpp. Besides the kernels, the single CUDA Graph removes the 20%+ launch overhead seen in Fig. 4.</li><li><strong>Quantized</strong>: <strong>1.77–1.93×</strong> over Llama.cpp. Shorter kernels on both CPU and GPU make the synchronization savings matter even more.</li><li><strong>With Expert Deferral</strong>: up to <strong>45%</strong> more decode throughput, for <strong>1.66–2.56×</strong> overall over Llama.cpp.</li></ul><h3 id="breakdown-which-optimization-helps-where"><span class="heading-num">8.4</span>Breakdown: which optimization helps where<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#breakdown-which-optimization-helps-where" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Starting from Fiddler (BF16) and adding the optimizations one at a time:</p><figure class="gallery" style="--cols: 2"><div class="gallery-grid"><div class="gallery-item"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig14a-breakdown-prefill.jpg?h=eeb14b015a9a2e64ca45b7620369fbc23cfa99db61c2f432cd1fed24f9e62cf7" alt="Prefill (8192 tokens)" loading="lazy" decoding="async"><div class="label">Prefill (8192 tokens)</div></div><div class="gallery-item"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig14b-breakdown-decode.jpg?h=95e5b5c1270134695e7ebcd93af0eceefe22e6478392c7278b4681d1231316d8" alt="Decode" loading="lazy" decoding="async"><div class="label">Decode</div></div></div><figcaption>Fig. 14: speed normalized to Fiddler. v: AVX-512 kernel, m: AMX kernel, d: dynamic scheduling, n: NUMA-aware tensor parallelism, c: CUDA Graph.</figcaption></figure><table><tr><td><strong>Step</strong></td><td><strong>Prefill (compute-bound)</strong></td><td><strong>Decode (latency / bandwidth-bound)</strong></td></tr><tr><td>v vs. m</td><td>AVX-512 is slower than the baseline; AMX up to <strong>3.14×</strong></td><td>both beat the baseline; AVX-512 is better, up to <strong>2.22×</strong></td></tr><tr><td>+d</td><td>up to <strong>1.83×</strong> (uneven expert load)</td><td>almost none (load is balanced)</td></tr><tr><td>+n</td><td>up to 1.22×</td><td>up to <strong>1.63×</strong> (bandwidth-bound)</td></tr><tr><td>+c</td><td>almost none (launch cost amortized over many tokens)</td><td>up to <strong>1.23×</strong></td></tr></table><p>The pattern matches the bottleneck analysis: prefill gains come from compute and load balance, decode gains come from memory locality and launch overhead.</p><h3 id="does-expert-deferral-hurt-accuracy"><span class="heading-num">8.5</span>Does Expert Deferral hurt accuracy?<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#does-expert-deferral-hurt-accuracy" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Deferral changes the model’s computation, so it needs an accuracy check. The paper reports the quantized models, which defer the most experts (DS-3: 3 in BF16 / 6 in Int4; DS-2: 4 / 4; QW-2: 2 / 4). Each configuration is written (immediate + deferred).</p><table><tr><td><strong>Model</strong></td><td><strong>HumanEval</strong></td><td><strong>MBPP</strong></td><td><strong>GSM8K</strong></td><td><strong>StrategyQA</strong></td></tr><tr><td>DS-3 (8+0)</td><td>83.0</td><td>71.2</td><td>94.8</td><td>83.0</td></tr><tr><td>DS-3 (2+6)</td><td>83.0</td><td>70.2</td><td>95.2</td><td>82.9</td></tr><tr><td>DS-2 (6+0)</td><td>80.5</td><td>67.6</td><td>93.3</td><td>79.7</td></tr><tr><td>DS-2 (2+4)</td><td>82.5</td><td>66.8</td><td>92.8</td><td>80.4</td></tr><tr><td>QW-2 (8+0)</td><td>65.7</td><td>52.4</td><td>84.7</td><td>83.6</td></tr><tr><td>QW-2 (4+4)</td><td>67.4</td><td>53.4</td><td>83.4</td><td>82.5</td></tr></table><p>Every change stays within <strong>2 points</strong>, and the changes go in both directions. That looks like noise rather than systematic damage.</p><h3 id="deferral-vs.-simply-skipping-experts"><span class="heading-num">8.6</span>Deferral vs. simply skipping experts<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#deferral-vs.-simply-skipping-experts" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>The obvious alternative is <strong>Expert Skipping</strong>: drop the lowest-scored experts entirely. When the deferred work fully overlaps with the GPU, deferral costs almost nothing, so the two give a similar speedup. The question is what each costs in accuracy. 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src="https://blog.kkkzoz.top/assets/images/ktransformers/fig13a-skip.jpg?h=4127415d19cbbb9095bb6b009d946556337106d8afd6d3b728fd4b015ccf3e1f" alt="(a) Expert Skipping" loading="lazy" decoding="async"><div class="label">(a) Expert Skipping</div></div><div class="gallery-item"><img src="https://blog.kkkzoz.top/assets/images/ktransformers/fig13b-defer.jpg?h=9909353040785b0f1e99ff1c1d48f892072968fe1b2ee871dfe1ff92324a93d6" alt="(b) Expert Deferral" loading="lazy" decoding="async"><div class="label">(b) Expert Deferral</div></div></div><figcaption>Fig. 13: DS-3 on LiveBench. First column: baseline scores; other columns: relative accuracy change (%) with more affected experts.</figcaption></figure><p>At the default of 6 affected experts, deferral loses <strong>0.5%</strong> on average while skipping loses <strong>13.3%</strong>. Late is far better than never: the deferred experts’ output still reaches the residual stream, one layer later.</p><h2 id="takeaways"><span class="heading-num">09</span>Takeaways<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/ktransformers-deep-dive/#takeaways" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><table><tr><td><strong>Technique</strong></td><td><strong>Bottleneck it targets</strong></td><td><strong>Gain</strong></td></tr><tr><td>AMX tiled layout + cache-aware kernel</td><td>CPU compute (prefill)</td><td>3.98× vs. oneDNN</td></tr><tr><td>AMX / AVX-512 switch</td><td>low-ARI decode</td><td>1.20× decode</td></tr><tr><td>Fused MoE + dynamic scheduling</td><td>thread barriers, load imbalance</td><td>1.83× prefill</td></tr><tr><td>Host callbacks in one CUDA Graph</td><td>kernel launch overhead</td><td>1.23× decode</td></tr><tr><td>NUMA-aware tensor parallelism</td><td>cross-socket memory traffic</td><td>1.63× decode</td></tr><tr><td>Expert Deferral</td><td>CPU-GPU serialization</td><td>up to 1.45× decode</td></tr></table><ul><li>Once experts run on the CPU, local MoE inference is a <strong>CPU systems problem</strong>: the matrix units need a matching memory layout, the decode step needs to avoid host round trips, and the memory system is not uniform.</li><li>The kernel and scheduling work makes each device fast. Expert Deferral is the one change at the <strong>model</strong> level: it relaxes the strict layer dependency so the two devices are busy at the same time, which the residual stream tolerates at a cost of at most 0.5% accuracy, compared with 13.3% for skipping the same experts.</li><li>The YAML injection framework is what makes this practical: the same kernels and placement policies apply to a new model by editing a config file instead of the model code.</li></ul></div></div></article></main></div></div>]]></content:encoded></item><item><title>torch.compile Walkthrough</title><link>https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/</link><description><![CDATA[用 ((a + b) * c.relu()).sum(dim=-1) 跟踪 torch.compile 的每个阶段：Dynamo FX Graph、AOT ATen Graph、TorchInductor IR（TensorBox / StorageBox / Pointwise / Reduction / realize）、Scheduler 与生成的 kernel。]]></description><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/</guid><pubDate>Tue, 20 Oct 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">各阶段的职责和它们在 IR 分层中的位置见 <a href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/">ML Compilers Overview</a>。本文只跟踪一个具体例子在每个阶段的产物。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>下面各阶段的产物来自同一次编译：PyTorch <code>2.11.0+cu130</code>，运行设备为 NVIDIA RTX A6000，<code>a</code>、<code>b</code>、<code>c</code> 都是连续的 <code>float32[4, 128]</code>，输出 shape 为 <code>[4]</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">fn</span>(a, b, c):
    <span style="color: #d73948">return</span> ((a <span style="color: #d73948">+</span> b) <span style="color: #d73948">*</span> c.<span style="color: #4b69c6">relu</span>()).<span style="color: #4b69c6">sum</span>(dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>)

a, b, c <span style="color: #d73948">=</span> (torch.<span style="color: #4b69c6">randn</span>(<span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>, device<span style="color: #d73948">=</span><span style="color: #198810">"</span><span style="color: #198810">cuda</span><span style="color: #198810">"</span>) <span style="color: #d73948">for</span> <span style="color: #d73948">_</span> <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(<span style="color: #b60157">3</span>))
out <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">compile</span>(fn)(a, b, c)</code></pre></div><p>这个函数里既有 elementwise（<code>+</code>、<code>relu</code>、<code>*</code>），也有 reduction（<code>sum</code>），正好覆盖 Inductor IR 中 <code>Pointwise</code> 和 <code>Reduction</code> 两类节点。</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">日志来自 <code>TORCH_LOGS</code> 中的 <code>guards</code>、<code>aot_graphs</code>、<code>post_grad_graphs</code>、<code>ir_pre_fusion</code>、<code>ir_post_fusion</code>、<code>output_code</code>，以及 <code>TORCH_COMPILE_DEBUG=1</code> 生成的 debug 目录。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h2 id="graph-capture-torchdynamo"><span class="heading-num">01</span>Graph Capture：TorchDynamo<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#graph-capture-torchdynamo" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>在 Dynamo 与 Inductor 的边界放一个 backend wrapper，打印它收到的 <code>GraphModule</code>。<code>gm.code</code> 是这张图对应的 Python 代码（<code>l_a_ = l_b_ = None</code> 一类语句是 FX 插入的引用释放）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, L_a_ : torch.Tensor, L_b_ : torch.Tensor, L_c_ : torch.Tensor):
    l_a_ <span style="color: #d73948">=</span> L_a_
    l_b_ <span style="color: #d73948">=</span> L_b_
    l_c_ <span style="color: #d73948">=</span> L_c_
    add <span style="color: #d73948">=</span> l_a_ <span style="color: #d73948">+</span> l_b_;  l_a_ <span style="color: #d73948">=</span> l_b_ <span style="color: #d73948">=</span> <span style="color: #d73948">None</span>
    relu <span style="color: #d73948">=</span> l_c_.<span style="color: #4b69c6">relu</span>();  l_c_ <span style="color: #d73948">=</span> <span style="color: #d73948">None</span>
    mul <span style="color: #d73948">=</span> add <span style="color: #d73948">*</span> relu;  add <span style="color: #d73948">=</span> relu <span style="color: #d73948">=</span> <span style="color: #d73948">None</span>
    sum_1 <span style="color: #d73948">=</span> mul.<span style="color: #4b69c6">sum</span>(dim <span style="color: #d73948">=</span> <span style="color: #d73948">-</span><span style="color: #b60157">1</span>);  mul <span style="color: #d73948">=</span> <span style="color: #d73948">None</span>
    <span style="color: #d73948">return</span> (sum_1,)</code></pre></div><p><code>gm.graph</code> 是同一张图的 node-level 表示：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">graph():
    %l_a_ : torch.Tensor [num_users=1] = placeholder[target=L_a_]
    %l_b_ : torch.Tensor [num_users=1] = placeholder[target=L_b_]
    %l_c_ : torch.Tensor [num_users=1] = placeholder[target=L_c_]
    %add : [num_users=1] = call_function[target=operator.add](args = (%l_a_, %l_b_), kwargs = {})
    %relu : [num_users=1] = call_method[target=relu](args = (%l_c_,), kwargs = {})
    %mul : [num_users=1] = call_function[target=operator.mul](args = (%add, %relu), kwargs = {})
    %sum_1 : [num_users=1] = call_method[target=sum](args = (%mul,), kwargs = {dim: -1})
    return (sum_1,)</code></pre></div><p>每一行是一个 <code>torch.fx.Node</code>：</p><ul><li>三个 <code>placeholder</code> 是三个参数。Dynamo 用 <code>L_a_</code> 这样的名字指代 frame 里的局部变量 <code>a</code>。</li><li><code>a + b</code> 和 <code>add * relu</code> 是 Python 运算符，记录为 <code>call_function</code>，target 是 <code>operator.add</code> / <code>operator.mul</code>。</li><li><code>c.relu()</code> 和 <code>.sum(dim=-1)</code> 是 Tensor 方法，记录为 <code>call_method</code>；<code>dim=-1</code> 原样留在 <code>kwargs</code> 里。</li><li><code>num_users</code> 都是 <code>1</code>：每个中间结果只被下一个 node 使用一次。</li><li><code>return (sum_1,)</code> 是 FX Graph 的 <code>output</code> node。</li></ul><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 47.173333333em; height: 11.776605903em; display: block" viewBox="0 0 530.7 132.486816406" width="530.7pt" height="132.486816406pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" 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-1.008v -2.864h -0.592v 2.76q 0 0.528 -0.108 0.732q -0.108 0.204 -0.396 0.204q -0.256 0 -0.416 -0.164q -0.16 -0.164 -0.16 -0.5v -3.032h -0.592v 2.76q 0 0.528 -0.108 0.732q -0.108 0.204 -0.388 0.204q -0.256 0 -0.42 -0.164q -0.164 -0.164 -0.164 -0.5v -3.032h -0.592Z "/></symbol></defs></svg></div><p>这一层还是 Python 语义：记录的是 <code>operator.add</code> 和 <code>Tensor.sum</code>，还没有对应到具体的 ATen overload。</p><p>Dynamo 同时为每个输入建立 guard。下面是 <code>a</code> 的 guard，<code>b</code>、<code>c</code> 的 <code>TENSOR_MATCH</code> 相同：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">TENSOR_MATCH: <span style="color: #4b69c6">check_tensor</span>(
    L[<span style="color: #198810">'</span><span style="color: #198810">a</span><span style="color: #198810">'</span>], Tensor,
    <span style="color: #4b69c6">DispatchKeySet</span>(
        CUDA,            <span style="color: #74747c">#</span><span style="color: #74747c"> 数据位于 CUDA，operator dispatch 到 CUDA kernel</span>
        BackendSelect,   <span style="color: #74747c">#</span><span style="color: #74747c"> Dispatcher 用它参与选择具体 backend</span>
        ADInplaceOrView, <span style="color: #74747c">#</span><span style="color: #74747c"> autograd 的 inplace / view bookkeeping</span>
        AutogradCUDA,    <span style="color: #74747c">#</span><span style="color: #74747c"> autograd 层；普通 dense tensor 都带这个 key，与 requires_grad 无关</span>
    ),
    torch.float32, device<span style="color: #d73948">=</span><span style="color: #b60157">0</span>, requires_grad<span style="color: #d73948">=</span><span style="color: #d73948">False</span>,
    size<span style="color: #d73948">=</span>[<span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>], stride<span style="color: #d73948">=</span>[<span style="color: #b60157">128</span>, <span style="color: #b60157">1</span>]
)
NO_TENSOR_ALIASING: <span style="color: #4b69c6">check_no_aliasing</span>(L[<span style="color: #198810">'</span><span style="color: #198810">a</span><span style="color: #198810">'</span>], L[<span style="color: #198810">'</span><span style="color: #198810">b</span><span style="color: #198810">'</span>], L[<span style="color: #198810">'</span><span style="color: #198810">c</span><span style="color: #198810">'</span>])</code></pre></div><p><code>TENSOR_MATCH</code> 约束 shape、stride、dtype、device 和 <code>requires_grad</code>；<code>device=0</code> 是 GPU 编号，换到 <code>cuda:1</code> 上调用也会重新编译。<code>NO_TENSOR_ALIASING</code> 要求三个输入互不 alias：编译结果假设 <code>a</code>、<code>b</code>、<code>c</code> 指向不同的内存，如果之后调用 <code>fn(x, x, y)</code>，guard 失败，Dynamo 会重新编译。</p><h2 id="graph-normalize-aotautograd"><span class="heading-num">02</span>Graph Normalize: AOTAutograd<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#graph-normalize-aotautograd" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>AOTAutograd 把 Dynamo 的图规范化为 ATen FX Graph（<code>fx_graph_readable.py</code>，省略了引用释放语句和源码注释）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, arg0_1: <span style="color: #198810">"</span><span style="color: #198810">f32[4, 128]</span><span style="color: #198810">"</span>, arg1_1: <span style="color: #198810">"</span><span style="color: #198810">f32[4, 128]</span><span style="color: #198810">"</span>, arg2_1: <span style="color: #198810">"</span><span style="color: #198810">f32[4, 128]</span><span style="color: #198810">"</span>):
    add: <span style="color: #198810">"</span><span style="color: #198810">f32[4, 128]</span><span style="color: #198810">"</span> <span style="color: #d73948">=</span> torch.ops.aten.add.<span style="color: #4b69c6">Tensor</span>(arg0_1, arg1_1)
    relu: <span style="color: #198810">"</span><span style="color: #198810">f32[4, 128]</span><span style="color: #198810">"</span> <span style="color: #d73948">=</span> torch.ops.aten.relu.<span style="color: #4b69c6">default</span>(arg2_1)
    mul: <span style="color: #198810">"</span><span style="color: #198810">f32[4, 128]</span><span style="color: #198810">"</span> <span style="color: #d73948">=</span> torch.ops.aten.mul.<span style="color: #4b69c6">Tensor</span>(add, relu)
    sum_1: <span style="color: #198810">"</span><span style="color: #198810">f32[4]</span><span style="color: #198810">"</span> <span style="color: #d73948">=</span> torch.ops.aten.sum.<span style="color: #4b69c6">dim_IntList</span>(mul, [<span style="color: #d73948">-</span><span style="color: #b60157">1</span>])
    <span style="color: #d73948">return</span> (sum_1,)</code></pre></div><ul><li>输入改名为 <code>arg0_1</code>、<code>arg1_1</code>、<code>arg2_1</code>，每个值都带上了 shape 和 dtype。</li><li>每个 Dynamo node 对应一个具体的 ATen overload。<code>mul.sum(dim=-1)</code> 选中的是 <code>aten.sum.dim_IntList</code>，<code>dim</code> 变成位置参数 <code>[-1]</code>。</li><li>这四个 op 本身就是 Inductor 能直接 lower 的 ATen op，没有被继续 decompose；全程是 <code>float32</code>，也没有插入 dtype 转换。</li><li>这是 inference 编译，没有 backward graph；函数里没有 mutation，functionalization 也没有改动任何东西。</li></ul><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 43.831111111em; height: 16.1344em; display: block" viewBox="0 0 493.1 181.512" width="493.1pt" height="181.512pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0v 1h 1v -1h -1Z "/><path fill="none" transform="translate(30.65 12.675)" d="M 0 0h 78.7v 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-0.284 -0.416q -0.124 -0.24 -0.172 -0.528l -0.152 -0.912q -0.072 -0.432 0.204 -0.668q 0.276 -0.236 0.74 -0.236Z "/></symbol></defs></svg></div><h2 id="graph-optimization-torchinductor-graph-passes"><span class="heading-num">03</span>Graph Optimization：TorchInductor Graph Passes<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#graph-optimization-torchinductor-graph-passes" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>这次运行中，Inductor 的 pre-grad 和 post-grad FX passes 都执行了，但 <code>fx_graph_readable.py</code> 与 <code>fx_graph_transformed.py</code> 完全相同，operation sequence 保持不变：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">aten.add.Tensor
aten.relu.default
aten.mul.Tensor
aten.sum.dim_IntList</code></pre></div><p>也就是说，<code>remove_noop_ops</code>、pattern rewrite 和 reorder 都没有找到适用于这张图的 FX-level transformation。本例的主要变化出现在后续 lowering、scheduling 和 codegen。</p><h2 id="lowering-+-scheduling-torchinductor-ir"><span class="heading-num">04</span>Lowering + Scheduling: TorchInductor IR<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#lowering-+-scheduling-torchinductor-ir" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="inductor-ir-de-he-xin-dui-xiang"><span class="heading-num">4.1</span>Inductor IR 的核心对象<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#inductor-ir-de-he-xin-dui-xiang" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>GraphLowering</code> 是一个 <code>torch.fx.Interpreter</code>：它按顺序执行 ATen FX Graph 中的每个 node，对每个 node 调用对应的 lowering 函数。lowering 函数的输入和输出都不是真实 tensor，而是一组通过 <code>.data</code> 串起来的 IR 对象。下图取本例的三个 FX node，画出 lowering 结束时它们各自的 <code>.data</code> 链，字段值都是实际打印出来的：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 49.422222222em; height: 21.955555556em; display: block" viewBox="0 0 556 247" width="556pt" height="247pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0v 1h 1v -1h -1Z "/><path fill="none" transform="translate(0 246)" d="M 0 0v 1h 1v -1h -1Z "/><path fill="none" transform="translate(14 13.496)" d="M 0 0h 40v 6.504h -40v -6.504Z "/><g transform="translate(14 13.496)"><g transform="matrix(1 0 0 -1 0 5.816)"><use xlink:href="#g5B0C1B112298E78808D328B6AF0ED7CC" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g214F7488300D01E24591781DBFE9D81B" x="8" y="0" fill="#222a2d" fill-rule="nonzero"/><use 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"/></symbol><symbol id="gBE06B63914EE299AAD27FFA1BD0445E7" overflow="visible"><path d="M 0 0m 1.1375 0.468l -0.3705 0.273l 0.806 1.105l -1.2935 0.429l 0.1365 0.429l 1.2935 -0.416v 1.404h 0.481v -1.404l 1.2935 0.416l 0.1365 -0.429l -1.2935 -0.429l 0.806 -1.105l -0.3705 -0.273l -0.8125 1.118l -0.8125 -1.118Z "/></symbol><symbol id="g84B9E9FE79552D37F61C7792553D77D9" overflow="visible"><path d="M 0 0m 1.0205 -0.6955l -0.143 0.3445q 0.377 0.156 0.585 0.39q 0.208 0.234 0.234 0.572l -0.1105 -0.013q -0.2015 0 -0.3445 0.117q -0.143 0.117 -0.143 0.3445q 0 0.2275 0.14625 0.34775q 0.14625 0.12025 0.34775 0.12025q 0.2665 0 0.4095 -0.2015q 0.143 -0.2015 0.143 -0.546q 0 -0.5265 -0.3055 -0.91q -0.3055 -0.3835 -0.819 -0.5655Z "/></symbol></defs></svg></div><p>从左往右读：</p><ul><li><strong><code>TensorBox</code></strong> 回答“这个值是谁”。每个 FX node 的 lowering 结果都是一个 <code>TensorBox</code>，lowering 函数之间传递的也是它。</li><li><strong>View</strong> 回答“怎么索引”：它不拥有内存，只描述如何用新的 index 访问底层 storage。本例的输入都是连续 tensor，也没有 view 操作，所以这一列是空的，<code>TensorBox.data</code> 直接就是 <code>StorageBox</code>。如果像 SiluAndMul 那样对输入做 <code>chunk</code>，lowering 会得到带 <code>FixedLayout(size, stride, offset)</code> 的 <code>ReinterpretView</code>，它指向输入原来的 <code>StorageBox</code>，不复制数据。</li><li><p><strong><code>StorageBox</code></strong> 回答“数据在哪”。它是可变的 box，<code>.data</code> 在三行里分别是三种状态：</p><ul><li><code>arg0_1</code>：graph 输入本来就有内存，<code>.data</code> 一开始就是 <code>InputBuffer</code>，带 name 和 <code>FixedLayout</code>。</li><li><code>add</code>：<code>.data</code> 是一个未 realize 的 <code>Pointwise</code>。它只有 <code>ranges = [4, 128]</code> 和一个 <code>inner_fn</code>：给定 <code>(i0, i1)</code>，从 <code>arg0_1</code>、<code>arg1_1</code> 各 load 一个元素再相加。它还没有决定结果写到哪里，也没有任何内存。</li><li><code>sum_1</code>：lowering 先得到一个 <code>Reduction</code>，随即 realize。<code>StorageBox.data</code> 被就地替换成 <code>ComputedBuffer buf0</code>，原来的 <code>Reduction</code> 成为 <code>buf0.data</code>。</li></ul></li><li><strong>数据是什么</strong>：<code>Pointwise</code> / <code>Reduction</code> 都继承自 <code>Loops</code>，只描述“每个输出元素怎么算”；<code>Buffer</code> 是有名字、有 layout 的真实内存。注意 <code>buf0.data</code> 中 <code>Reduction</code> 的 <code>inner_fn</code> 已经包含了 <code>add</code>、<code>relu</code>、<code>mul</code>：它直接从三个输入 load，而不是去读 <code>add</code> 的结果。这就是下一节要讲的内联。</li></ul><p>这几类对象与 <a href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/">ML Compilers Overview</a> 中 Tensor IR 的三类抽象一一对应：<code>Pointwise</code> 对应 Elementwise，<code>Reduction</code> 对应 Reduction，View 对应 IndexMap。</p><h3 id="lowering-jie-guo"><span class="heading-num">4.2</span>Lowering 结果<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#lowering-jie-guo" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>在 <code>GraphLowering.run_node</code> 外面包一层，就能看到每个 FX node 的 lowering 结果：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">from</span> torch._inductor.graph <span style="color: #d73948">import</span> GraphLowering

orig_run_node <span style="color: #d73948">=</span> GraphLowering.run_node

<span style="color: #d73948">def</span> <span style="color: #4b69c6">run_node</span>(self, n):
    result <span style="color: #d73948">=</span> <span style="color: #4b69c6">orig_run_node</span>(<span style="color: #d73948">self</span>, n)  <span style="color: #74747c">#</span><span style="color: #74747c"> 执行该 node 的 lowering</span>
    <span style="color: #4b69c6">print</span>(n.name, <span style="color: #4b69c6">chain</span>(result))     <span style="color: #74747c">#</span><span style="color: #74747c"> chain()：沿 .data 逐层展开，并打印 layout</span>
    <span style="color: #d73948">return</span> result

GraphLowering.run_node <span style="color: #d73948">=</span> run_node</code></pre></div><p>输出如下（整理了格式）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">arg0_1  TensorBox → StorageBox → InputBuffer(arg0_1, size=[4, 128], stride=[128, 1])
arg1_1  TensorBox → StorageBox → InputBuffer(arg1_1, size=[4, 128], stride=[128, 1])
arg2_1  TensorBox → StorageBox → InputBuffer(arg2_1, size=[4, 128], stride=[128, 1])
add     TensorBox → StorageBox → Pointwise(ranges=[4, 128])
relu    TensorBox → StorageBox → Pointwise(ranges=[4, 128])
mul     TensorBox → StorageBox → Pointwise(ranges=[4, 128])
sum_1   TensorBox → StorageBox → ComputedBuffer(buf0, size=[4], stride=[1]) → Reduction</code></pre></div><p>下图中的每一行对应上面输出的一行：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 49.777777778em; height: 21.866666667em; display: block" viewBox="0 0 560 246" width="560pt" height="246pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#f5f7f6" fill-rule="nonzero" transform="translate(0 20)" d="M 0 0v 28h 560v -28h -560Z "/><path fill="#f5f7f6" fill-rule="nonzero" transform="translate(0 76)" d="M 0 0v 28h 560v -28h -560Z "/><path fill="#f5f7f6" fill-rule="nonzero" transform="translate(0 132)" d="M 0 0v 28h 560v -28h -560Z "/><path fill="#f5f7f6" fill-rule="nonzero" transform="translate(0 188)" d="M 0 0v 28h 560v -28h -560Z "/><path fill="none" transform="translate(4)" d="M 0 0v 1h 1v -1h -1Z "/><path fill="none" transform="translate(4 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读取输入。输入如果也是未 realize 的 <code>Pointwise</code>，读取就是直接调用对方的 <code>inner_fn</code>。所以这三个 <code>StorageBox</code> 从未 realize：<code>[4, 128]</code> 的中间结果既没有 buffer，也没有内存读写。</li><li><strong>Reduction</strong>：<code>sum_1</code> 的 lowering 创建一个 <code>Reduction</code>，它的 <code>inner_fn</code> 读取 <code>mul</code>，也就是把 <code>(a + b) * relu(c)</code> 整个内联进了 reduction 的循环体。输出 ranges 是 <code>[4]</code>，reduction ranges 是 <code>[128]</code>，<code>reduction_type</code> 是 <code>sum</code>。</li><li><strong>Buffer</strong>：<code>Reduction</code> 创建后会立即 realize（<code>sum_1</code> 同时也是 graph output），得到整张图唯一的 <code>ComputedBuffer</code> <code>buf0</code>，shape 是 <code>[4]</code>。</li></ul><h3 id="realize-storagebox-shen-me-shi-hou-bian-cheng-buffer"><span class="heading-num">4.3</span>realize：StorageBox 什么时候变成 Buffer<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#realize-storagebox-shen-me-shi-hou-bian-cheng-buffer" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>StorageBox.realize()</code> 的核心逻辑如下（节选自 <code>torch/_inductor/ir.py</code>）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">StorageBox</span>(<span style="color: #8b41b1">MutableBox</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">realize</span>(self):
        <span style="color: #d73948">if</span> IRNode.<span style="color: #4b69c6">is_realized_node</span>(<span style="color: #d73948">self</span>.data):
            <span style="color: #d73948">return</span> <span style="color: #d73948">self</span>.data.<span style="color: #4b69c6">get_name</span>()
        <span style="color: #d73948">self</span>.data <span style="color: #d73948">=</span> <span style="color: #4b69c6">ComputedBuffer</span>(          <span style="color: #74747c">#</span><span style="color: #74747c"> 原来的 Pointwise / Reduction</span>
            name<span style="color: #d73948">=</span><span style="color: #d73948">None</span>,                       <span style="color: #74747c">#</span><span style="color: #74747c"> 成为 ComputedBuffer.data</span>
            layout<span style="color: #d73948">=</span><span style="color: #4b69c6">FlexibleLayout</span>(device<span style="color: #d73948">=</span><span style="color: #d73948">...</span>, dtype<span style="color: #d73948">=</span><span style="color: #d73948">...</span>, size<span style="color: #d73948">=</span><span style="color: #d73948">self</span>.data.<span style="color: #4b69c6">get_size</span>()),
            data<span style="color: #d73948">=</span><span style="color: #d73948">self</span>.data,
        )
        <span style="color: #d73948">self</span>.data.name <span style="color: #d73948">=</span> V.graph.<span style="color: #4b69c6">register_buffer</span>(<span style="color: #d73948">self</span>.data)  <span style="color: #74747c">#</span><span style="color: #74747c"> 分配名字 buf0、buf1 ...</span>
        V.graph.<span style="color: #4b69c6">register_operation</span>(<span style="color: #d73948">self</span>.data)                <span style="color: #74747c">#</span><span style="color: #74747c"> 之后成为一个 SchedulerNode</span>
        <span style="color: #d73948">return</span> <span style="color: #d73948">self</span>.data.name</code></pre></div><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 48.711111111em; height: 9.536em; display: block" viewBox="0 0 548 107.28" width="548pt" height="107.28pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0v 1h 1v -1h -1Z "/><path fill="none" transform="translate(0 10.675)" d="M 0 0h 31v 5.325h -31v -5.325Z "/><g transform="translate(0 10.675)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#gF32316A2E63857B96CC53F9074CDC793" x="0" y="0" fill="#cb4b22" fill-rule="nonzero"/><use xlink:href="#gE1B79147B374B40165B19BE8C2A37480" x="5.3" y="0" fill="#cb4b22" fill-rule="nonzero"/><use xlink:href="#g5762080CD1D87A9F37D52AA9A158AF78" x="10.6" y="0" fill="#cb4b22" fill-rule="nonzero"/><use 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创建后立即 <code>realize()</code></td><td><code>sum_1</code> → <code>buf0</code></td></tr><tr><td>被多次使用，且读次数超过 <code>realize_reads_threshold</code>（4）、<code>inner_fn</code> 过大，或在 CPU 上包含 <code>exp</code> / <code>sigmoid</code></td><td><code>StorageBox.mark_reuse()</code></td><td>——</td></tr><tr><td>读次数累积超过 <code>realize_acc_reads_threshold</code>（8）</td><td><code>has_exceeded_max_reads()</code></td><td>——</td></tr><tr><td>被 extern kernel（如 <code>mm</code>）或 fallback op 使用，它们只能读真实内存</td><td><code>realize_hint()</code> / <code>ExternKernel.realize_input()</code></td><td>——</td></tr></tbody></table><p>每个 realize 出来的 <code>ComputedBuffer</code> 都会成为一个 <code>SchedulerNode</code>。本例只有 <code>buf0</code>，所以后面只有一个 <code>op0</code>。</p><h3 id="pointwise-yu-reduction-loop-body"><span class="heading-num">4.4</span>Pointwise 与 Reduction：loop body<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#pointwise-yu-reduction-loop-body" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>op0</code> 的 loop body 如下（来自 <code>TORCH_LOGS=ir_pre_fusion</code>，把 <code>self.get_index(...)</code> 直接替换成了 index 名）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">op0_loop_body</span>:
    var_ranges <span style="color: #d73948">=</span> {p0: <span style="color: #b60157">4</span>, p1: <span style="color: #b60157">128</span>}
    index0 <span style="color: #d73948">=</span> <span style="color: #b60157">128</span><span style="color: #d73948">*</span>p0 <span style="color: #d73948">+</span> p1
    index1 <span style="color: #d73948">=</span> p0
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">body</span>(self, ops):
        load <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">load</span>(<span style="color: #198810">'</span><span style="color: #198810">arg0_1</span><span style="color: #198810">'</span>, index0)
        load_1 <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">load</span>(<span style="color: #198810">'</span><span style="color: #198810">arg1_1</span><span style="color: #198810">'</span>, index0)
        add <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">add</span>(load, load_1)
        load_2 <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">load</span>(<span style="color: #198810">'</span><span style="color: #198810">arg2_1</span><span style="color: #198810">'</span>, index0)
        relu <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">relu</span>(load_2)
        mul <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">mul</span>(add, relu)
        reduction <span style="color: #d73948">=</span> ops.<span style="color: #4b69c6">reduction</span>(torch.float32, torch.float32, <span style="color: #198810">'</span><span style="color: #198810">sum</span><span style="color: #198810">'</span>, mul)
        ops.<span style="color: #4b69c6">store_reduction</span>(<span style="color: #198810">'</span><span style="color: #198810">buf0</span><span style="color: #198810">'</span>, index1, reduction)</code></pre></div><p><code>p0</code> 是输出轴，<code>p1</code> 是 reduction 轴。<code>add</code>、<code>relu</code>、<code>mul</code> 三个 <code>Pointwise</code> 在这里变成了三条 <code>ops</code> 调用；<code>ops.reduction</code> 沿 <code>p1</code> 累加 <code>mul</code>，<code>ops.store_reduction</code> 对每个 <code>p0</code> 只写一次。</p><p>下图画出 <code>p0 = 1</code> 这一行，以及其中 <code>p1 = 5</code> 这个元素；图中的 index 与上面 loop body 中的 index 相同：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 46.897777778em; height: 18.008888889em; display: block" viewBox="0 0 527.6 202.6" width="527.6pt" height="202.6pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#e1ecef" fill-rule="nonzero" 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<code>buf0</code>，必须在 <code>op0</code> 之后执行。</li></ul><h3 id="scheduler-schedulernode-yu-memorydep"><span class="heading-num">4.5</span>Scheduler：SchedulerNode 与 MemoryDep<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#scheduler-schedulernode-yu-memorydep" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Scheduler 看到的 <code>op0</code>（<code>TORCH_LOGS=ir_pre_fusion</code>，省略了 loop body）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">op0: <span style="color: #4b69c6">SchedulerNode</span>(ComputedBuffer)
op0.writes <span style="color: #d73948">=</span> [<span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">buf0</span><span style="color: #198810">'</span>, d0, {d0: <span style="color: #b60157">4</span>})]
op0.unmet_dependencies <span style="color: #d73948">=</span> []
op0.met_dependencies <span style="color: #d73948">=</span> [
    <span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">arg0_1</span><span style="color: #198810">'</span>, <span style="color: #b60157">128</span><span style="color: #d73948">*</span>d0 <span style="color: #d73948">+</span> d1, {d0: <span style="color: #b60157">4</span>, d1: <span style="color: #b60157">128</span>}),
    <span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">arg1_1</span><span style="color: #198810">'</span>, <span style="color: #b60157">128</span><span style="color: #d73948">*</span>d0 <span style="color: #d73948">+</span> d1, {d0: <span style="color: #b60157">4</span>, d1: <span style="color: #b60157">128</span>}),
    <span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">arg2_1</span><span style="color: #198810">'</span>, <span style="color: #b60157">128</span><span style="color: #d73948">*</span>d0 <span style="color: #d73948">+</span> d1, {d0: <span style="color: #b60157">4</span>, d1: <span style="color: #b60157">128</span>}),
]
op0.outputs <span style="color: #d73948">=</span> [buf0: ComputedBuffer]
buf0.layout <span style="color: #d73948">=</span> <span style="color: #4b69c6">FixedLayout</span>(<span style="color: #198810">'</span><span style="color: #198810">cuda:0</span><span style="color: #198810">'</span>, torch.float32, size<span style="color: #d73948">=</span>[<span style="color: #b60157">4</span>], stride<span style="color: #d73948">=</span>[<span style="color: #b60157">1</span>])
op0.group.device <span style="color: #d73948">=</span> cuda:<span style="color: #b60157">0</span>
op0.group.iteration <span style="color: #d73948">=</span> (<span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>)
op0.sizes <span style="color: #d73948">=</span> ([<span style="color: #b60157">4</span>], [<span style="color: #b60157">128</span>])</code></pre></div><p>下图把这些字段放回数据流里：左边是读依赖，右边是写依赖，<code>op0</code> 内部是 <code>sizes</code> 和 loop body：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 47.422222222em; height: 22.488888889em; display: block" viewBox="0 0 533.5 253" width="533.5pt" height="253pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(7.5)" d="M 0 0v 1h 1v -1h -1Z "/><path fill="none" transform="translate(9.1 13.665)" d="M 0 0h 84.8v 12.67h -84.8v -12.67Z "/><g transform="translate(9.1 13.664999995)"><g><path fill="#ffffff" fill-rule="nonzero" d="M 0 0m 0 6.0445c 0 -3.33828517 2.70621483 -6.0445 6.0445 -6.0445h 72.711c 3.33828517 0 6.0445 2.70621483 6.0445 6.0445c 0 3.33828517 -2.70621483 6.0445 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<code>d0</code>、<code>d1</code>），范围 <code>{d0: 4, d1: 128}</code>；写出是 <code>buf0</code> 的 <code>d0</code>，即 <code>index1 = p0</code>。</li><li><code>met_dependencies</code> 里全是 graph 输入，<code>unmet_dependencies</code> 为空：<code>op0</code> 不依赖任何其他 <code>SchedulerNode</code>。</li><li><code>sizes</code> 的两个部分分别是普通的 iteration ranges 和 reduction ranges；纯 <code>Pointwise</code> 的第二部分为空。<code>group.iteration = (4, 128)</code> 是 Triton 后端对应的 <code>(xnumel, r0_numel)</code>，后面的 kernel 就按它划分。</li></ul><p>pre-fusion 和 post-fusion 都只有这一个 <code>op0</code>。这并不表示没有发生 fusion：<code>add</code>、<code>relu</code>、<code>mul</code> 在 lowering 时就已经内联进了 <code>Reduction</code> 的 <code>inner_fn</code>，Scheduler 不需要再构造 <code>FusedSchedulerNode</code>。</p><p>两份日志唯一的区别在依赖的写法。post-fusion 中，<code>op0</code> 的依赖变成了：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">op0.writes <span style="color: #d73948">=</span> [<span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">buf0</span><span style="color: #198810">'</span>, c0, {c0: <span style="color: #b60157">4</span>})]
op0.met_dependencies <span style="color: #d73948">=</span> [
    <span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">arg0_1</span><span style="color: #198810">'</span>, c0, {c0: <span style="color: #b60157">512</span>}),
    <span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">arg1_1</span><span style="color: #198810">'</span>, c0, {c0: <span style="color: #b60157">512</span>}),
    <span style="color: #4b69c6">MemoryDep</span>(<span style="color: #198810">'</span><span style="color: #198810">arg2_1</span><span style="color: #198810">'</span>, c0, {c0: <span style="color: #b60157">512</span>}),
]</code></pre></div><p>原因是 GPU 上默认开启了 <code>loop_ordering_after_fusion</code>。fusion 之前，Scheduler 不对依赖做 normalize，保留 <code>d0</code>、<code>d1</code> 两个维度，方便在融合时按依赖重新决定循环顺序；fusion 结束后，<code>Scheduler.merge_loops()</code> 合并可以合并的循环并重新计算依赖。<code>128*d0 + d1</code> 在 <code>{d0: 4, d1: 128}</code> 上恰好是 <code>0..511</code> 的连续访问，所以被合并成一维的 <code>c0, {c0: 512}</code>，也就是上图下半部分画的化简。</p><h2 id="backend-codegen-triton"><span class="heading-num">05</span>Backend Codegen: Triton<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/#backend-codegen-triton" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><code>op0</code> 交给 <code>TritonScheduling</code>，生成一个 Triton kernel。下面是 kernel 本体（省略了 <code>rnumel</code>、<code>RBLOCK</code>、<code>roffset</code> 等几个未使用的别名变量）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">triton_heuristics</span><span style="color: #301414">.</span><span style="color: #301414">persistent_reduction</span><span style="color: #301414">(</span>
<span style="color: #301414">    </span><span style="color: #301414">size_hints</span><span style="color: #d73948">=</span><span style="color: #301414">{</span><span style="color: #198810">'</span><span style="color: #198810">x</span><span style="color: #198810">'</span><span style="color: #301414">:</span><span style="color: #301414"> </span><span style="color: #b60157">4</span><span style="color: #301414">,</span><span style="color: #301414"> </span><span style="color: #198810">'</span><span style="color: #198810">r0_</span><span style="color: #198810">'</span><span style="color: #301414">:</span><span style="color: #301414"> </span><span style="color: #b60157">128</span><span style="color: #301414">}</span><span style="color: #301414">,</span>
<span style="color: #301414">    </span><span style="color: #301414">reduction_hint</span><span style="color: #d73948">=</span><span style="color: #301414">ReductionHint</span><span style="color: #301414">.</span><span style="color: #301414">INNER</span><span style="color: #301414">,</span>
<span style="color: #301414">    </span><span style="color: #d73948">...</span>
<span style="color: #301414">)</span>
<span style="color: #301414">@</span><span style="color: #301414">triton</span><span style="color: #301414">.</span><span style="color: #301414">jit</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">triton_per_fused_add_mul_relu_sum_0</span>(in_ptr0, in_ptr1, in_ptr2, out_ptr0,
                                        xnumel, r0_numel, XBLOCK : tl.constexpr):
    xnumel <span style="color: #d73948">=</span> <span style="color: #b60157">4</span>
    r0_numel <span style="color: #d73948">=</span> <span style="color: #b60157">128</span>
    R0_BLOCK: tl.constexpr <span style="color: #d73948">=</span> <span style="color: #b60157">128</span>
    xoffset <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">program_id</span>(<span style="color: #b60157">0</span>) <span style="color: #d73948">*</span> XBLOCK
    xindex <span style="color: #d73948">=</span> xoffset <span style="color: #d73948">+</span> tl.<span style="color: #4b69c6">arange</span>(<span style="color: #b60157">0</span>, XBLOCK)[:, <span style="color: #d73948">None</span>]
    xmask <span style="color: #d73948">=</span> xindex <span style="color: #d73948">&lt;</span> xnumel
    r0_index <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">arange</span>(<span style="color: #b60157">0</span>, R0_BLOCK)[<span style="color: #d73948">None</span>, :]
    r0_1 <span style="color: #d73948">=</span> r0_index
    x0 <span style="color: #d73948">=</span> xindex
    tmp0 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">load</span>(in_ptr0 <span style="color: #d73948">+</span> (r0_1 <span style="color: #d73948">+</span> <span style="color: #b60157">128</span><span style="color: #d73948">*</span>x0), xmask, other<span style="color: #d73948">=</span><span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>)
    tmp1 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">load</span>(in_ptr1 <span style="color: #d73948">+</span> (r0_1 <span style="color: #d73948">+</span> <span style="color: #b60157">128</span><span style="color: #d73948">*</span>x0), xmask, other<span style="color: #d73948">=</span><span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>)
    tmp3 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">load</span>(in_ptr2 <span style="color: #d73948">+</span> (r0_1 <span style="color: #d73948">+</span> <span style="color: #b60157">128</span><span style="color: #d73948">*</span>x0), xmask, other<span style="color: #d73948">=</span><span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>)
    tmp2 <span style="color: #d73948">=</span> tmp0 <span style="color: #d73948">+</span> tmp1
    tmp4 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">full</span>([<span style="color: #b60157">1</span>, <span style="color: #b60157">1</span>], <span style="color: #b60157">0</span>, tl.int32)
    tmp5 <span style="color: #d73948">=</span> triton_helpers.<span style="color: #4b69c6">maximum</span>(tmp4, tmp3)
    tmp6 <span style="color: #d73948">=</span> tmp2 <span style="color: #d73948">*</span> tmp5
    tmp7 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">broadcast_to</span>(tmp6, [XBLOCK, R0_BLOCK])
    tmp9 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">where</span>(xmask, tmp7, <span style="color: #b60157">0</span>)
    tmp10 <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">sum</span>(tmp9, <span style="color: #b60157">1</span>)[:, <span style="color: #d73948">None</span>].<span style="color: #4b69c6">to</span>(tl.float32)
    tl.<span style="color: #4b69c6">store</span>(out_ptr0 <span style="color: #d73948">+</span> (x0), tmp10, xmask)</code></pre></div><ul><li>kernel 名里的 <code>per</code> 表示 persistent reduction，<code>fused_add_mul_relu_sum</code> 列出了被融合的 ATen op。</li><li><strong>两个维度</strong>：<code>x</code> 是输出轴（<code>xnumel = 4</code>），<code>r0_</code> 是 reduction 轴（<code>r0_numel = 128</code>），对应 loop body 的 <code>p0</code>、<code>p1</code>。每个 program 处理一块 <code>[XBLOCK, R0_BLOCK]</code> 的 tile，<code>r0_1 + 128*x0</code> 就是 <code>index0</code>。</li><li><strong>persistent reduction</strong>：一行只有 128 个元素，<code>R0_BLOCK</code> 直接取 <code>128</code>，一个 program 一次就把整行 load 进寄存器，不需要沿 reduction 轴循环累加，也就没有 <code>r0_mask</code>。</li><li><code>relu</code> 被生成为 <code>maximum(0, x)</code>。<code>tl.where(xmask, …, 0)</code> 把越界行置零，再由 <code>tl.sum(…, 1)</code> 沿 reduction 轴求和，每行写出一个值，地址就是 <code>index1 = x0</code>。</li></ul><p>这个 kernel 的启发式只给出一个候选配置，所以没有实际 benchmark，直接使用：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">XBLOCK: 1, num_warps: 2, num_stages: 1    (n_regs 19)</code></pre></div><p><code>XBLOCK = 1</code>，所以 grid 是 <code>xnumel / XBLOCK = 4</code> 个 program，每个 program 负责一行。<code>num_warps = 2</code> 即 64 个线程，一行 128 个元素平均每个线程分到 2 个：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 46.115555556em; height: 12.882488889em; display: block" viewBox="0 0 518.8 144.928" width="518.8pt" height="144.928pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#ecefee" fill-rule="nonzero" stroke="#ffffff" stroke-width="0.5" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 11.416)" d="M 0 0m 0 0v 12h 3v -12h -3Z "/><path fill="#ecefee" 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<code>del</code>）：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">call</span>(self, args):
    arg0_1, arg1_1, arg2_1 <span style="color: #d73948">=</span> args
    args.<span style="color: #4b69c6">clear</span>()
    <span style="color: #4b69c6">assert_size_stride</span>(arg0_1, (<span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>), (<span style="color: #b60157">128</span>, <span style="color: #b60157">1</span>))
    <span style="color: #4b69c6">assert_size_stride</span>(arg1_1, (<span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>), (<span style="color: #b60157">128</span>, <span style="color: #b60157">1</span>))
    <span style="color: #4b69c6">assert_size_stride</span>(arg2_1, (<span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>), (<span style="color: #b60157">128</span>, <span style="color: #b60157">1</span>))
    buf0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">empty_strided_cuda</span>((<span style="color: #b60157">4</span>, ), (<span style="color: #b60157">1</span>, ), torch.float32)
    stream0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">get_raw_stream</span>(<span style="color: #b60157">0</span>)
    triton_per_fused_add_mul_relu_sum_0.<span style="color: #4b69c6">run</span>(arg0_1, arg1_1, arg2_1, buf0, <span style="color: #b60157">4</span>, <span style="color: #b60157">128</span>, stream<span style="color: #d73948">=</span>stream0)
    <span style="color: #d73948">return</span> (buf0, )</code></pre></div><p>记 <code>N = 4 × 128 = 512</code>。eager 模式下 <code>add</code>、<code>relu</code>、<code>mul</code>、<code>sum</code> 是四个独立的 kernel，三个 <code>[4, 128]</code> 的中间结果都要写回 HBM 再读出来：一共读 <code>6N</code>、写 <code>3N + 4</code> 个 <code>float</code>，launch 4 次。编译后的 kernel 只读三个输入（<code>3N</code>），只写 <code>4</code> 个结果，中间值都留在寄存器里，launch 1 次。</p></div></div></article></main></div></div>]]></content:encoded></item><item><title>Qwen3.5 Dense Model Architecture</title><link>https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/</guid><pubDate>Wed, 19 Aug 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>本文以 <code>transformers==5.14.1</code> 中的 <code>Qwen3_5TextModel</code> 和 <code>Qwen3_5ForCausalLM</code> 实现为依据，讨论文本主干，不展开视觉编码器和多模态输入。源码参考：<a href="https://github.com/huggingface/transformers/blob/v5.14.1/src/transformers/models/qwen3_5/modular_qwen3_5.py"><code>modular_qwen3_5.py</code></a>、<a href="https://github.com/huggingface/transformers/blob/v5.14.1/src/transformers/cache_utils.py"><code>cache_utils.py</code></a>。</p><h2 id="zong-lan"><span class="heading-num">01</span>总览<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#zong-lan" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><strong>Qwen3.5 是由线性注意力层和标准全注意力层交替组成的 hybrid decoder-only Transformer。</strong></p><p>文本主干的计算顺序是：<code>Embedding</code> → 多个 <code>Qwen3_5DecoderLayer</code> → 最终 <code>Qwen3_5RMSNorm</code> → <code>lm_head</code>。每个 decoder layer 都包含一个 token mixer 和一个 MLP；token mixer 的具体类型由 <code>config.layer_types[layer_idx]</code> 决定。</p><p>在默认配置中，<code>full_attention_interval=4</code>，因此每第 4 个 layer 使用 <code>full_attention</code>，其余 layer 使用 <code>linear_attention</code>。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 46.808888889em; height: 7.612444444em; display: block" viewBox="0 0 526.6 85.64" width="526.6pt" height="85.64pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(10.2 30.5)" d="M 0 0h 55.2v 14.28h -55.2v -14.28Z "/><g transform="translate(10.2 30.5)"><g><path fill="#222a2d" fill-rule="nonzero" d="M 0 0m 0 6.292c 0 -3.474975646 2.817024354 -6.292 6.292 -6.292h 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的维度和层类型。</strong></p><figure class="figure"><figure><table><thead><tr><th>参数</th><th>含义</th><th>影响的模块</th></tr></thead><tbody><tr><td><code>hidden_size</code></td><td>token 表示维度 <code>H</code></td><td>embedding、attention 输出、MLP 输入输出</td></tr><tr><td><code>intermediate_size</code></td><td>MLP 中间维度 <code>I</code></td><td><code>gate_proj</code>、<code>up_proj</code>、<code>down_proj</code></td></tr><tr><td><code>num_hidden_layers</code></td><td>decoder layer 数量</td><td><code>layers</code></td></tr><tr><td><code>num_attention_heads</code></td><td>全注意力的 query head 数 <code>Nq</code></td><td><code>Qwen3_5Attention</code></td></tr><tr><td><code>num_key_value_heads</code></td><td>全注意力的 key/value head 数 <code>Nkv</code></td><td>GQA 和 KV cache</td></tr><tr><td><code>head_dim</code></td><td>全注意力每个 head 的维度</td><td>Q/K/V 和 RoPE</td></tr><tr><td><code>linear_key_head_dim</code></td><td>线性 attention 的 key/query head 维度 <code>Dk</code></td><td>Gated DeltaNet</td></tr><tr><td><code>linear_value_head_dim</code></td><td>线性 attention 的 value head 维度 <code>Dv</code></td><td>Gated DeltaNet</td></tr><tr><td><code>linear_num_key_heads</code></td><td>线性 attention 的初始 key/query head 数</td><td>Gated DeltaNet</td></tr><tr><td><code>linear_num_value_heads</code></td><td>线性 attention 的 value head 数</td><td>recurrent state</td></tr><tr><td><code>linear_conv_kernel_dim</code></td><td>线性 attention 的 causal convolution kernel 大小</td><td><code>conv1d</code> 和 convolution cache</td></tr><tr><td><code>layer_types</code></td><td>每层的 <code>linear_attention</code> 或 <code>full_attention</code></td><td>decoder layer 分支</td></tr></tbody></table></figure></figure><p><code>layer_types</code> 未提供时，配置代码按 <code>full_attention_interval</code> 生成：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">layer_types <span style="color: #d73948">=</span> [
    <span style="color: #198810">"</span><span style="color: #198810">linear_attention</span><span style="color: #198810">"</span> <span style="color: #d73948">if</span> (layer_idx <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>) <span style="color: #d73948">%</span> full_attention_interval <span style="color: #d73948">else</span> <span style="color: #198810">"</span><span style="color: #198810">full_attention</span><span style="color: #198810">"</span>
    <span style="color: #d73948">for</span> layer_idx <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(num_hidden_layers)
]</code></pre></div><p>这里的 layer 编号是从 <code>1</code> 计数的；例如 <code>full_attention_interval=4</code> 时，第 <code>4</code>、<code>8</code>、<code>12</code> 个 layer 使用全注意力。</p><h2 id="decoder-layer"><span class="heading-num">03</span>Decoder Layer<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#decoder-layer" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><strong>每个 <code>Qwen3_5DecoderLayer</code> 使用 Pre-Norm，并通过两次 residual connection 串联 token mixer 和 MLP。</strong></p><p>设输入为 <code>x</code>，其形状为 <code>[batch_size, sequence_length, hidden_size]</code>，源码等价于：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">residual <span style="color: #d73948">=</span> x
x <span style="color: #d73948">=</span> <span style="color: #4b69c6">input_layernorm</span>(x)
x <span style="color: #d73948">=</span> <span style="color: #4b69c6">token_mixer</span>(x)          <span style="color: #74747c">#</span><span style="color: #74747c"> linear_attention 或 full_attention</span>
x <span style="color: #d73948">=</span> residual <span style="color: #d73948">+</span> x

residual <span style="color: #d73948">=</span> x
x <span style="color: #d73948">=</span> <span style="color: #4b69c6">post_attention_layernorm</span>(x)
x <span style="color: #d73948">=</span> <span style="color: #4b69c6">mlp</span>(x)
x <span style="color: #d73948">=</span> residual <span style="color: #d73948">+</span> x</code></pre></div><p>因此一个 layer 的输出形状仍为 <code>[B, T, H]</code>。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 45.333333333em; height: 11.771733333em; display: block" viewBox="0 0 510 132.432" width="510pt" height="132.432pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(0 37.35)" d="M 0 0m 0 0h 6v 6.98h -6v -6.98Z "/><g transform="translate(0 37.35)"><g transform="matrix(1 0 0 -1 0 6.98)"><use xlink:href="#g141ED64309F6F759DB9CDD271598D2DB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g></g><path fill="none" transform="translate(42.2 34.5)" d="M 0 0m 0 0h 45.6v 12.68h -45.6v -12.68Z "/><g transform="translate(42.2 34.499999995)"><g><path fill="#ffffff" fill-rule="nonzero" d="M 0 0m 0 6.292c 0 -3.474975646 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-0.128q 0 -0.176 -0.112 -0.292q -0.112 -0.116 -0.392 -0.116Z m -1.808 -4.496h 1.488v 3.04h -1.488v 0.544h 2.128v -3.584h 1.392v -0.544h -3.52v 0.544Z "/></symbol><symbol id="gBE45BD7ED0B0744F3EA425FE47506D17" overflow="visible"><path d="M 0 0m 3 6.08v -7.184h -2.24v 0.496h 1.688v 6.192h -1.688v 0.496h 2.24Z "/></symbol></defs></svg></div><p><code>Qwen3_5RMSNorm</code> 的权重初始化为零，实际缩放因子是 <code>1 + weight</code>，而不是直接使用 <code>weight</code>。这是该版本实现的特定行为，不应直接套用普通 RMSNorm 的参数语义。</p><h2 id="linear-attention"><span class="heading-num">04</span>Linear Attention<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#linear-attention" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><strong><code>linear_attention</code> 使用 Gated DeltaNet，以固定大小的 recurrent state 代替按序列增长的完整 K/V 矩阵。</strong></p><h3 id="shu-ru-shu-chu"><span class="heading-num">4.1</span>输入输出<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#shu-ru-shu-chu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>输入和输出都是 <code>[B, T, H]</code>。线性 attention 的内部维度由下面几个变量决定：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">key_dim   <span style="color: #d73948">=</span> linear_num_key_heads   <span style="color: #d73948">*</span> linear_key_head_dim
value_dim <span style="color: #d73948">=</span> linear_num_value_heads <span style="color: #d73948">*</span> linear_value_head_dim
conv_dim  <span style="color: #d73948">=</span> <span style="color: #b60157">2</span> <span style="color: #d73948">*</span> key_dim <span style="color: #d73948">+</span> value_dim</code></pre></div><p><code>in_proj_qkv</code> 输出 <code>conv_dim</code>，另外三个投影分别生成门控向量 <code>z</code>、<code>b</code> 和 <code>a</code>。</p><h3 id="gong-zuo-ji-zhi"><span class="heading-num">4.2</span>工作机制<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#gong-zuo-ji-zhi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>线性 attention 的核心是“局部 causal convolution + 带衰减和 delta update 的 recurrent state”。</strong></p><ol><li><code>in_proj_qkv(x)</code> 生成拼接的 query、key、value；<code>in_proj_z(x)</code> 生成输出门控 <code>z</code></li><li>对拼接的 QKV 应用 depthwise <code>Conv1d</code>，kernel 大小为 <code>linear_conv_kernel_dim</code>，随后应用 <code>SiLU</code></li><li>将结果拆成 <code>query</code>、<code>key</code>、<code>value</code>，分别 reshape 为 <code>Dk</code> 和 <code>Dv</code> 的 head</li><li><code>b.sigmoid()</code> 得到 delta 更新系数 <code>beta</code>；<code>a</code> 与 <code>dt_bias</code> 经过 <code>softplus</code>，再和 <code>A_log</code> 组合为衰减率 <code>g</code></li><li>对 query/key 做 L2 normalization，并把 key head 复制到 <code>linear_num_value_heads</code>，使其与 value head 对齐</li><li>在 prefill 阶段调用 chunked gated-delta rule；在单 token decode 阶段调用 recurrent gated-delta rule</li><li>用 recurrent state 与 query 计算输出，再用 gated RMSNorm 和 <code>z</code> 做门控，最后经过 <code>out_proj</code> 回到 <code>H</code> 维</li></ol><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 45.528888889em; height: 13.631777778em; display: block" viewBox="0 0 512.2 153.3575" width="512.2pt" height="153.3575pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(0 88)" d="M 0 0h 6v 6.98h -6v -6.98Z "/><g transform="translate(0 88)"><g 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-1.02v 1.15h 1.24l 0.32 0.88l -2.08 5.13h 1.59l 0.75 -2.17l 0.47 -1.5h 0.08l 0.45 1.5l 0.77 2.17Z "/></symbol></defs></svg></div><p>可将单步状态更新抽象为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">S_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">decay</span>(g_t) <span style="color: #d73948">*</span> S_{t<span style="color: #d73948">-</span><span style="color: #b60157">1</span>} <span style="color: #d73948">+</span> <span style="color: #4b69c6">delta_update</span>(k_t, v_t, beta_t)
y_t <span style="color: #d73948">=</span> S_t <span style="color: #d73948">@</span> q_t</code></pre></div><blockquote>上式用于说明数据依赖；实际实现会在 chunk kernel 中重排张量，并使用 <code>float32</code> 计算部分衰减量，以避免 <code>A_log</code> 在低精度下溢出。</blockquote><h3 id="zui-xiao-shi-li"><span class="heading-num">4.3</span>最小示例<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#zui-xiao-shi-li" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">forward_linear_attention</span>(self, hidden_states, cache_params<span style="color: #d73948">=</span><span style="color: #d73948">None</span>, attention_mask<span style="color: #d73948">=</span><span style="color: #d73948">None</span>):
    <span style="color: #74747c">#</span><span style="color: #74747c"> B/T/H: batch size, sequence length, and hidden size.</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> Nk/Nv: key/query and value head counts; Dk/Dv: their head dimensions.</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> C = 2 * Nk * Dk + Nv * Dv is the concatenated QKV channel size.</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> hidden_states: [B, T, H]</span>
    batch_size, seq_len, <span style="color: #d73948">_</span> <span style="color: #d73948">=</span> hidden_states.shape
    hidden_states <span style="color: #d73948">=</span> <span style="color: #4b69c6">apply_mask_to_padding_states</span>(hidden_states, attention_mask)

    <span style="color: #74747c">#</span><span style="color: #74747c"> Project Q/K/V, the output gate z, and the delta parameters a/b.</span>
    mixed_qkv <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">in_proj_qkv</span>(hidden_states).<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> mixed_qkv: [B, C, T]</span>
    z <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">in_proj_z</span>(hidden_states).<span style="color: #4b69c6">reshape</span>(batch_size, seq_len, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_v_dim)
    <span style="color: #74747c">#</span><span style="color: #74747c"> z: [B, T, Nv, Dv]</span>
    b <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">in_proj_b</span>(hidden_states)
    a <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">in_proj_a</span>(hidden_states)
    <span style="color: #74747c">#</span><span style="color: #74747c"> b/a: [B, T, Nv] (per-value-head delta/update parameters)</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> Use the cached left context for the causal convolution during decoding.</span>
    has_state <span style="color: #d73948">=</span> cache_params <span style="color: #d73948">is</span> <span style="color: #d73948">not</span> <span style="color: #d73948">None</span> <span style="color: #d73948">and</span> cache_params.<span style="color: #4b69c6">has_previous_state</span>(<span style="color: #d73948">self</span>.layer_idx)
    <span style="color: #d73948">if</span> has_state <span style="color: #d73948">and</span> seq_len <span style="color: #d73948">==</span> <span style="color: #b60157">1</span>:
        mixed_qkv <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">causal_conv1d_update</span>(
            mixed_qkv,
            cache_params.layers[<span style="color: #d73948">self</span>.layer_idx].conv_states[<span style="color: #b60157">0</span>],
            <span style="color: #d73948">self</span>.conv1d.weight.<span style="color: #4b69c6">squeeze</span>(<span style="color: #b60157">1</span>),
            <span style="color: #d73948">self</span>.conv1d.bias,
            <span style="color: #d73948">self</span>.activation,
        )
    <span style="color: #d73948">else</span>:
        <span style="color: #d73948">if</span> has_state:
            mixed_qkv <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">cat</span>(
                [cache_params.layers[<span style="color: #d73948">self</span>.layer_idx].conv_states[<span style="color: #b60157">0</span>], mixed_qkv], dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>
            )
        <span style="color: #d73948">if</span> cache_params <span style="color: #d73948">is</span> <span style="color: #d73948">not</span> <span style="color: #d73948">None</span>:
            cache_params.<span style="color: #4b69c6">update_conv_state</span>(mixed_qkv, <span style="color: #d73948">self</span>.layer_idx)
        mixed_qkv <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">causal_conv1d_fn</span>(
            mixed_qkv, <span style="color: #d73948">self</span>.conv1d.weight.<span style="color: #4b69c6">squeeze</span>(<span style="color: #b60157">1</span>), <span style="color: #d73948">self</span>.conv1d.bias
        )
        <span style="color: #d73948">if</span> has_state:
            mixed_qkv <span style="color: #d73948">=</span> mixed_qkv[:, :, <span style="color: #d73948">-</span>seq_len:]

    <span style="color: #74747c">#</span><span style="color: #74747c"> Split the convolved projection and reshape it into per-head states.</span>
    mixed_qkv <span style="color: #d73948">=</span> mixed_qkv.<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> mixed_qkv: [B, T, C]</span>
    query, key, value <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">split</span>(
        mixed_qkv, [<span style="color: #d73948">self</span>.key_dim, <span style="color: #d73948">self</span>.key_dim, <span style="color: #d73948">self</span>.value_dim], dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>
    )
    <span style="color: #74747c">#</span><span style="color: #74747c"> query/key: [B, T, Nk * Dk]; value: [B, T, Nv * Dv]</span>
    query <span style="color: #d73948">=</span> query.<span style="color: #4b69c6">reshape</span>(batch_size, seq_len, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_k_dim)
    key <span style="color: #d73948">=</span> key.<span style="color: #4b69c6">reshape</span>(batch_size, seq_len, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_k_dim)
    value <span style="color: #d73948">=</span> value.<span style="color: #4b69c6">reshape</span>(batch_size, seq_len, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_v_dim)
    <span style="color: #74747c">#</span><span style="color: #74747c"> query/key: [B, T, Nk, Dk]; value: [B, T, Nv, Dv]</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> beta controls delta updates; g controls exponential state decay.</span>
    beta <span style="color: #d73948">=</span> b.<span style="color: #4b69c6">sigmoid</span>()
    g <span style="color: #d73948">=</span> <span style="color: #d73948">-</span><span style="color: #d73948">self</span>.A_log.<span style="color: #4b69c6">float</span>().<span style="color: #4b69c6">exp</span>() <span style="color: #d73948">*</span> torch.nn.functional.<span style="color: #4b69c6">softplus</span>(a.<span style="color: #4b69c6">float</span>() <span style="color: #d73948">+</span> <span style="color: #d73948">self</span>.dt_bias)
    <span style="color: #74747c">#</span><span style="color: #74747c"> beta/g: [B, T, Nv]</span>
    <span style="color: #d73948">if</span> <span style="color: #d73948">self</span>.num_v_heads <span style="color: #d73948">/</span><span style="color: #d73948">/</span> <span style="color: #d73948">self</span>.num_k_heads <span style="color: #d73948">></span> <span style="color: #b60157">1</span>:
        query <span style="color: #d73948">=</span> query.<span style="color: #4b69c6">repeat_interleave</span>(<span style="color: #d73948">self</span>.num_v_heads <span style="color: #d73948">/</span><span style="color: #d73948">/</span> <span style="color: #d73948">self</span>.num_k_heads, dim<span style="color: #d73948">=</span><span style="color: #b60157">2</span>)
        key <span style="color: #d73948">=</span> key.<span style="color: #4b69c6">repeat_interleave</span>(<span style="color: #d73948">self</span>.num_v_heads <span style="color: #d73948">/</span><span style="color: #d73948">/</span> <span style="color: #d73948">self</span>.num_k_heads, dim<span style="color: #d73948">=</span><span style="color: #b60157">2</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> After head alignment: query/key: [B, T, Nv, Dk]</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> Prefill uses a chunk kernel; one-token decode uses a recurrent kernel.</span>
    initial_state <span style="color: #d73948">=</span> (
        cache_params.layers[<span style="color: #d73948">self</span>.layer_idx].recurrent_states[<span style="color: #b60157">0</span>] <span style="color: #d73948">if</span> has_state <span style="color: #d73948">else</span> <span style="color: #d73948">None</span>
    )
    <span style="color: #74747c">#</span><span style="color: #74747c"> initial_state (when present): [B, Nv, Dk, Dv]</span>
    <span style="color: #d73948">if</span> has_state <span style="color: #d73948">and</span> seq_len <span style="color: #d73948">==</span> <span style="color: #b60157">1</span>:
        core_output, recurrent_state <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">recurrent_gated_delta_rule</span>(
            query, key, value, g<span style="color: #d73948">=</span>g, beta<span style="color: #d73948">=</span>beta,
            initial_state<span style="color: #d73948">=</span>initial_state, output_final_state<span style="color: #d73948">=</span>cache_params <span style="color: #d73948">is</span> <span style="color: #d73948">not</span> <span style="color: #d73948">None</span>,
        )
    <span style="color: #d73948">else</span>:
        core_output, recurrent_state <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">chunk_gated_delta_rule</span>(
            query, key, value, g<span style="color: #d73948">=</span>g, beta<span style="color: #d73948">=</span>beta,
            initial_state<span style="color: #d73948">=</span>initial_state, output_final_state<span style="color: #d73948">=</span>cache_params <span style="color: #d73948">is</span> <span style="color: #d73948">not</span> <span style="color: #d73948">None</span>,
        )
    <span style="color: #74747c">#</span><span style="color: #74747c"> core_output: [B, T, Nv, Dv]; recurrent_state: [B, Nv, Dk, Dv]</span>
    <span style="color: #d73948">if</span> cache_params <span style="color: #d73948">is</span> <span style="color: #d73948">not</span> <span style="color: #d73948">None</span>:
        cache_params.<span style="color: #4b69c6">update_recurrent_state</span>(recurrent_state, <span style="color: #d73948">self</span>.layer_idx)

    <span style="color: #74747c">#</span><span style="color: #74747c"> Apply gated RMSNorm and project the value-head output back to hidden_size.</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> core_output: [B, T, Nv, Dv]</span>
    core_output <span style="color: #d73948">=</span> core_output.<span style="color: #4b69c6">reshape</span>(<span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_v_dim)
    <span style="color: #74747c">#</span><span style="color: #74747c"> core_output: [B * T * Nv, Dv]</span>
    core_output <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">norm</span>(core_output, z.<span style="color: #4b69c6">reshape</span>(<span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_v_dim))
    core_output <span style="color: #d73948">=</span> core_output.<span style="color: #4b69c6">reshape</span>(batch_size, seq_len, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> core_output: [B, T, Nv * Dv]</span>
    output <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">out_proj</span>(core_output)
    <span style="color: #74747c">#</span><span style="color: #74747c"> output: [B, T, H]</span>
    <span style="color: #d73948">return</span> output</code></pre></div><p>这里的 <code>causal_conv1d_fn</code>、<code>chunk_gated_delta_rule</code> 和 <code>recurrent_gated_delta_rule</code> 是源码注入的 kernel 接口；具体实现可以来自 <code>flash-linear-attention</code>，也可以回退到 Transformers 中的 PyTorch 实现。代码刻意保留了 <code>prefill</code> 与单 token <code>decode</code> 的分支，因为两者使用不同的状态消费方式。</p><h3 id="cache-zu-zhi"><span class="heading-num">4.4</span>Cache 组织<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#cache-zu-zhi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>线性 attention 每层缓存两种固定大小状态：convolution state 和 recurrent state。</strong></p><p><code>DynamicCache</code> 为每个 layer 创建一个 cache layer；线性层使用 <code>LinearAttentionLayer</code> 的接口：</p><figure class="figure"><figure><table><thead><tr><th>状态</th><th>典型形状</th><th>作用</th><th>更新时机</th></tr></thead><tbody><tr><td><code>conv_states</code></td><td><code>[B, conv_dim, K]</code></td><td>保存 causal convolution 所需的最近 <code>K</code> 个输入</td><td>每次 forward 更新，通常只保留尾部 <code>K</code> 个位置</td></tr><tr><td><code>recurrent_states</code></td><td><code>[B, N_v, Dk, Dv]</code></td><td>保存 Gated DeltaNet 的矩阵状态 <code>S</code></td><td>每次 chunk 或单 token forward 更新</td></tr></tbody></table></figure></figure><p>其中 <code>K=linear_conv_kernel_dim</code>，<code>N_v=linear_num_value_heads</code>。cache 不随历史序列长度线性增长，因此线性层的长期 decode 状态大小与 <code>T</code> 无关。</p><ul><li>prefill 使用多 token 输入时，源码调用 chunk kernel，并把最终状态写回 cache</li><li>decode 使用单 token 输入时，源码调用 recurrent kernel，并原地更新 <code>conv_states</code> 和 <code>recurrent_states</code></li></ul><h3 id="gai-nian-qu-bie"><span class="heading-num">4.5</span>概念区别<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#gai-nian-qu-bie" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><figure class="figure"><figure><table><thead><tr><th>维度</th><th>Linear Attention</th><th>Full Attention</th></tr></thead><tbody><tr><td>历史信息表示</td><td>固定大小 recurrent state</td><td>历史 token 的 K/V 序列</td></tr><tr><td>长度方向计算</td><td>线性递推或 chunk 计算</td><td>对历史 K/V 做 attention</td></tr><tr><td>cache 是否随 <code>T</code> 增长</td><td>否</td><td>是</td></tr><tr><td>是否保存完整 K/V</td><td>否</td><td>是</td></tr><tr><td>典型实现</td><td>Gated DeltaNet</td><td>causal self-attention</td></tr></tbody></table></figure></figure><h2 id="full-attention"><span class="heading-num">05</span>Full Attention<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#full-attention" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><strong><code>full_attention</code> 使用带 Q/K RMSNorm、partial RoPE、GQA 和输出 gate 的 causal self-attention。</strong></p><h3 id="shu-ru-shu-chu-2"><span class="heading-num">5.1</span>输入输出<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#shu-ru-shu-chu-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>输入和输出都是 <code>[B, T, H]</code>。设 <code>Nq=num_attention_heads</code>、<code>Nkv=num_key_value_heads</code>、<code>D=head_dim</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">Q: [B, Nq,  T, D]
K: [B, Nkv, T, D]
V: [B, Nkv, T, D]</code></pre></div><blockquote>Grouped-Query Attention (GQA): 当 <code>Nq > Nkv</code> 时，<code>repeat_kv</code> 将 K/V 复制到 query head 的分组数量，这就是</blockquote><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 40.995555556em; height: 7.111111111em; display: block" viewBox="0 0 461.2 80" width="461.2pt" height="80pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#7d8987" stroke-width="0.7" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(13 20)" d="M 0 0m 45 40l -45 -40"/><path fill="#e1ecef" fill-rule="nonzero" stroke="#286379" stroke-width="0.5" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" d="M 0 0v 20h 26v -20h -26Z "/><path fill="none" transform="translate(8.94865 5.752)" d="M 0 0h 8.1027v 8.496h -8.1027v -8.496Z "/><g 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<code>position_embeddings</code>；文本路径使用 partial RoPE，旋转维度由 <code>partial_rotary_factor</code> 决定。</li><li>将当前 K/V 写入该层的 cache，再通过 <code>ALL_ATTENTION_FUNCTIONS</code> 选择 eager、SDPA 或其他已注册实现。</li><li>attention 输出乘以 <code>sigmoid(gate)</code>，reshape 回 <code>[B, T, H]</code>，再经过 <code>o_proj</code>。</li></ol><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 49.635555556em; height: 14.077333333em; display: block" viewBox="0 0 558.4 158.37" width="558.4pt" height="158.37pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(0 67.695)" d="M 0 0h 6v 6.98h -6v -6.98Z "/><g transform="translate(0 67.695)"><g transform="matrix(1 0 0 -1 0 6.98)"><use xlink:href="#g141ED64309F6F759DB9CDD271598D2DB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g></g><path fill="none" stroke="#7d8987" stroke-width="0.7" 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-2.864h -0.64Z "/></symbol></defs></svg></div><h3 id="zui-xiao-shi-li-2"><span class="heading-num">5.3</span>最小示例<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#zui-xiao-shi-li-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>下面的代码保留了 <code>Qwen3_5Attention.forward</code> 的核心数据流，用于展示一个 full-attention layer 如何从 <code>[B, T, H]</code> 生成输出。</strong></p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">forward_full_attention</span>(
    self,
    hidden_states,
    position_embeddings,
    attention_mask<span style="color: #d73948">=</span><span style="color: #d73948">None</span>,
    past_key_values<span style="color: #d73948">=</span><span style="color: #d73948">None</span>,
):
    <span style="color: #74747c">#</span><span style="color: #74747c"> hidden_states: [B, T, H]</span>
    input_shape <span style="color: #d73948">=</span> hidden_states.shape[:<span style="color: #d73948">-</span><span style="color: #b60157">1</span>]
    <span style="color: #74747c">#</span><span style="color: #74747c"> input_shape: [B, T]</span>
    hidden_shape <span style="color: #d73948">=</span> (<span style="color: #d73948">*</span>input_shape, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_dim)
    <span style="color: #74747c">#</span><span style="color: #74747c"> hidden_shape: [B, T, N_heads, D]; N_heads is Nq for Q and Nkv for K/V.</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> q_proj emits [B, T, 2 * Nq * D],</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> interleaving a query vector and a gate vector for each attention head.</span>
    query_states, gate <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">chunk</span>(
        <span style="color: #d73948">self</span>.<span style="color: #4b69c6">q_proj</span>(hidden_states).<span style="color: #4b69c6">view</span>(<span style="color: #d73948">*</span>input_shape, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.head_dim <span style="color: #d73948">*</span> <span style="color: #b60157">2</span>),
        <span style="color: #b60157">2</span>,
        dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>,
    )
    <span style="color: #74747c">#</span><span style="color: #74747c"> After view:  [B, T, Nq, 2D]</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> query_states: [B, T, Nq, D]</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> gate:         [B, T, Nq, D]</span>
    gate <span style="color: #d73948">=</span> gate.<span style="color: #4b69c6">reshape</span>(<span style="color: #d73948">*</span>input_shape, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> gate: [B, T, Nq * D]</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> Normalize Q and K independently on the per-head dimension.</span>
    query_states <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">q_norm</span>(query_states.<span style="color: #4b69c6">view</span>(hidden_shape)).<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> query_states: [B, Nq, T, D]</span>
    key_states <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">k_norm</span>(
        <span style="color: #d73948">self</span>.<span style="color: #4b69c6">k_proj</span>(hidden_states).<span style="color: #4b69c6">view</span>(hidden_shape)
    ).<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
    value_states <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">v_proj</span>(hidden_states).<span style="color: #4b69c6">view</span>(hidden_shape).<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> key_states/value_states: [B, Nkv, T, D]</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> Apply partial RoPE to Q and K; V is not position-rotated.</span>
    cos, sin <span style="color: #d73948">=</span> position_embeddings
    query_states, key_states <span style="color: #d73948">=</span> <span style="color: #4b69c6">apply_rotary_pos_emb</span>(
        query_states, key_states, cos, sin
    )

    <span style="color: #74747c">#</span><span style="color: #74747c"> Append the current K/V to this layer's dynamic cache during decoding.</span>
    <span style="color: #d73948">if</span> past_key_values <span style="color: #d73948">is</span> <span style="color: #d73948">not</span> <span style="color: #d73948">None</span>:
        key_states, value_states <span style="color: #d73948">=</span> past_key_values.<span style="color: #4b69c6">update</span>(
            key_states, value_states, <span style="color: #d73948">self</span>.layer_idx
        )

    <span style="color: #74747c">#</span><span style="color: #74747c"> GQA repeats each KV head for a group of query heads.</span>
    key_states <span style="color: #d73948">=</span> <span style="color: #4b69c6">repeat_kv</span>(key_states, <span style="color: #d73948">self</span>.num_key_value_groups)
    value_states <span style="color: #d73948">=</span> <span style="color: #4b69c6">repeat_kv</span>(value_states, <span style="color: #d73948">self</span>.num_key_value_groups)
    <span style="color: #74747c">#</span><span style="color: #74747c"> key_states/value_states: [B, Nq, T, D]</span>

 <span style="color: #74747c">#</span><span style="color: #74747c"> Select eager attention, SDPA, or FlashAttention from the Transformers registry.</span>
    attention_interface <span style="color: #d73948">=</span> ALL_ATTENTION_FUNCTIONS.<span style="color: #4b69c6">get_interface</span>(
        <span style="color: #d73948">self</span>.config._attn_implementation,
        eager_attention_forward,
    )
    attn_output, attn_weights <span style="color: #d73948">=</span> <span style="color: #4b69c6">attention_interface</span>(
        <span style="color: #d73948">self</span>,
        query_states,
        key_states,
        value_states,
        attention_mask,
        dropout<span style="color: #d73948">=</span><span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span> <span style="color: #d73948">if</span> <span style="color: #d73948">not</span> <span style="color: #d73948">self</span>.training <span style="color: #d73948">else</span> <span style="color: #d73948">self</span>.attention_dropout,
        scaling<span style="color: #d73948">=</span><span style="color: #d73948">self</span>.scaling,
        <span style="color: #d73948">**</span>kwargs,
    )

    <span style="color: #74747c">#</span><span style="color: #74747c"> Gate the attention result before projecting it back to hidden_size.</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> Before reshape: [B, T, Nq, D]</span>
    attn_output <span style="color: #d73948">=</span> attn_output.<span style="color: #4b69c6">reshape</span>(<span style="color: #d73948">*</span>input_shape, <span style="color: #d73948">-</span><span style="color: #b60157">1</span>)
    <span style="color: #74747c">#</span><span style="color: #74747c"> After reshape:  [B, T, Nq * D]</span>
    attn_output <span style="color: #d73948">=</span> attn_output <span style="color: #d73948">*</span> torch.<span style="color: #4b69c6">sigmoid</span>(gate)
    <span style="color: #d73948">return</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">o_proj</span>(attn_output)</code></pre></div><h3 id="cache-zu-zhi-2"><span class="heading-num">5.4</span>Cache 组织<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#cache-zu-zhi-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>全注意力层缓存按层保存动态 K/V，形状沿序列维度增长。</strong></p><p>每个 full-attention layer 的 cache 是一个 <code>DynamicLayer</code>，典型张量形状为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">keys   : [B, Nkv, cached_length, D]
values : [B, Nkv, cached_length, D]</code></pre></div><p>Qwen3.5 的混合 cache 层同时继承动态 K/V cache 和线性 attention cache 能力，因此同一个 <code>DynamicCache</code> 可以按 <code>layer_types</code> 为不同 layer 保存不同状态：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">layer i = linear_attention -> conv_states + recurrent_states
layer j = full_attention   -> keys + values</code></pre></div><p>full-attention decode 时，新 token 的 K/V 被追加到对应 layer 的 <code>keys</code> 和 <code>values</code>；attention 使用当前 query 与整个可见 K/V 序列计算。该部分的显存占用随缓存长度 <code>T</code> 增长，且主要由 <code>Nkv</code> 而不是 <code>Nq</code> 决定。</p><h3 id="gai-nian-qu-bie-2"><span class="heading-num">5.5</span>概念区别<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#gai-nian-qu-bie-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Qwen3.5 的 <code>full_attention</code> 与 Qwen3 等传统 decoder 的 causal self-attention 在基本 K/Q/V 计算上相近，但 Qwen3.5 额外包含 Q/K RMSNorm、partial RoPE 和 query-side output gate</p><h2 id="ffn"><span class="heading-num">06</span>FFN<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#ffn" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><strong>Qwen3.5 的 FFN 是无 bias 的 SwiGLU，先用 SiLU 门控逐元素融合两条投影，再投影回 hidden size。</strong></p><h3 id="shu-ru-shu-chu-3"><span class="heading-num">6.1</span>输入输出<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#shu-ru-shu-chu-3" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>输入 <code>x</code> 的形状为 <code>[B, T, H]</code>，中间张量形状为 <code>[B, T, I]</code>，输出回到 <code>[B, T, H]</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">gate_proj: H -> I
up_proj  : H -> I
down_proj: I -> H</code></pre></div><h3 id="gong-zuo-ji-zhi-3"><span class="heading-num">6.2</span>工作机制<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#gong-zuo-ji-zhi-3" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>源码计算式为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">gate <span style="color: #d73948">=</span> <span style="color: #4b69c6">gate_proj</span>(x)
up <span style="color: #d73948">=</span> <span style="color: #4b69c6">up_proj</span>(x)
y <span style="color: #d73948">=</span> <span style="color: #4b69c6">down_proj</span>(<span style="color: #4b69c6">silu</span>(gate) <span style="color: #d73948">*</span> up)</code></pre></div><p><code>gate_proj</code>、<code>up_proj</code> 和 <code>down_proj</code> 都是 <code>bias=False</code> 的线性层。FFN 前有 <code>post_attention_layernorm</code>，FFN 输出通过第二次 residual connection 加回 token mixer 的结果。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 30.577777778em; height: 8.612088889em; display: block" viewBox="0 0 344 96.886" width="344pt" height="96.886pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(0 44.953)" d="M 0 0h 6v 6.98h -6v -6.98Z "/><g transform="translate(0 44.953)"><g transform="matrix(1 0 0 -1 0 6.98)"><use xlink:href="#g141ED64309F6F759DB9CDD271598D2DB" x="0" y="0" fill="#222a2d" 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class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">forward_mlp</span>(self, x):
    <span style="color: #74747c">#</span><span style="color: #74747c"> Project the same input into the gated and value branches.</span>
    gate <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">gate_proj</span>(x)
    up <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">up_proj</span>(x)

    <span style="color: #74747c">#</span><span style="color: #74747c"> SiLU gates the value branch elementwise before the down projection.</span>
    hidden <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">act_fn</span>(gate) <span style="color: #d73948">*</span> up

    <span style="color: #74747c">#</span><span style="color: #74747c"> Return from intermediate_size I to hidden_size H.</span>
    <span style="color: #d73948">return</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">down_proj</span>(hidden)</code></pre></div><h2 id="duan-dao-duan-shu-ju-liu"><span class="heading-num">07</span>端到端数据流<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/qwen3-5/#duan-dao-duan-shu-ju-liu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><strong>一个 token 在文本主干中的主要状态流可以概括为 embedding、按层选择 mixer、FFN 和最终 language-model head。</strong></p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">input_ids
   |
Embedding -> hidden_states [B, T, H]
   |
DecoderLayer 1..L
   |-- linear_attention: conv state + recurrent state
   |-- full_attention:   K/V cache
   |-- SwiGLU MLP + residual
   |
Final RMSNorm -> lm_head -> logits [B, T, vocab_size]</code></pre></div><p>图中的两类 cache 不是同一种张量：linear layer 保存有限状态，full-attention layer 保存历史 K/V。生成时，模型必须在每个 layer 使用与 <code>layer_types</code> 对应的 cache 更新路径。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 43.413333333em; height: 15.651288889em; display: block" viewBox="0 0 488.4 176.077" width="488.4pt" height="176.077pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#7d8987" stroke-width="0.7" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(36 163.592)" d="M 0 0m 0 0h 330"/><path fill="none" stroke="#7d8987" stroke-width="0.7" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(36 16.714784689)" d="M 0 0m 0 146.877215311v -146.877215311"/><path fill="#7d8987" fill-rule="nonzero" 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mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="overview"><span class="heading-num">01</span>Overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-programming-model/#overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>首先介绍一下使用 tilelang 写 kernel 的两个视角：</p><ul><li><p>Block 视角</p><ul><li>从一个 BLock 的视角写 Kernel, 操作的对象是整个 tile（比如一个 (BLOCK_M, BLOCK_N) 的矩阵片段），并行的粒度和分工方式通过 <code>T.Parallel</code>/<code>T.copy</code> 等声明式原语来表达，不关心具体哪个 threadIdx 做哪个元素。</li><li>换句话说，我们只需要声明，具体的线程分配由 tilelang 框架来完成</li></ul></li><li><p>Thread 视角</p><ul><li>从单个 Thread 的视角写 Kernel，block 内的并发是隐含的——因为 BLOCK_N 个 thread 各自都在执行同一份代码，天然并行，但代码里不体现这个并行结构。</li></ul></li></ul><aside class="callout callout-note"><div class="callout-head"><span>NOTE</span><span>/01</span></div><div class="callout-body"><p>Thread 视角可以让我们更贴近 CUDA 代码，但好像 tilelang example 中的用法基本都是 Block 视角，所以我们的重心应该放在 Block 视角上</p></div></aside><h3 id="jian-dan-li-zi"><span class="heading-num">1.1</span>简单例子<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-programming-model/#jian-dan-li-zi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>用 copy 1D tensor 举例：</p><ul><li><strong>Block 视角</strong></li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">tilelang</span><span style="color: #301414">.</span><span style="color: #301414">jit</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">tl_copy_1d_parallel</span>(A, BLOCK_N: <span style="color: #4b69c6">int</span>):
    <span style="color: #74747c">#</span><span style="color: #74747c"> The host/declaration part of TileLang script.</span>
    N <span style="color: #d73948">=</span> T.<span style="color: #4b69c6">const</span>(<span style="color: #198810">"</span><span style="color: #198810">N</span><span style="color: #198810">"</span>)
    A: T.<span style="color: #4b69c6">Tensor</span>((N,), T.float16)
    B <span style="color: #d73948">=</span> T.<span style="color: #4b69c6">empty</span>((N,), T.float16)

    <span style="color: #d73948">with</span> T.<span style="color: #4b69c6">Kernel</span>(T.<span style="color: #4b69c6">ceildiv</span>(N, BLOCK_N), threads<span style="color: #d73948">=</span><span style="color: #b60157">256</span>) <span style="color: #d73948">as</span> bx:
        offs <span style="color: #d73948">=</span> bx <span style="color: #d73948">*</span> BLOCK_N
        T.<span style="color: #4b69c6">copy</span>(A[offs : offs <span style="color: #d73948">+</span> BLOCK_N], B[offs : offs <span style="color: #d73948">+</span> BLOCK_N])

    <span style="color: #d73948">return</span> B</code></pre></div><p>只需要声明在 Block level 的操作: 把 <code>A[offs : offs + BLOCK_N]</code> 复制到 <code>B[offs : offs + BLOCK_N]</code>, 具体底层是 threads 是如何复制的由框架决定</p><ul><li><strong>Thread 视角</strong></li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">tilelang</span><span style="color: #301414">.</span><span style="color: #301414">jit</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">tl_copy_1d_parallel_thread_view</span>(A, BLOCK_N: <span style="color: #4b69c6">int</span>):
    <span style="color: #74747c">#</span><span style="color: #74747c"> The host/declaration part of TileLang script.</span>
    N <span style="color: #d73948">=</span> T.<span style="color: #4b69c6">const</span>(<span style="color: #198810">"</span><span style="color: #198810">N</span><span style="color: #198810">"</span>)
    A: T.<span style="color: #4b69c6">Tensor</span>((N,), T.float16)
    B <span style="color: #d73948">=</span> T.<span style="color: #4b69c6">empty</span>((N,), T.float16)

    <span style="color: #d73948">with</span> T.<span style="color: #4b69c6">Kernel</span>(T.<span style="color: #4b69c6">ceildiv</span>(N, BLOCK_N), threads<span style="color: #d73948">=</span><span style="color: #b60157">256</span>) <span style="color: #d73948">as</span> bx:
        tx <span style="color: #d73948">=</span> T.<span style="color: #4b69c6">get_thread_binding</span>(<span style="color: #b60157">0</span>)

        <span style="color: #d73948">for</span> i <span style="color: #d73948">in</span> T.<span style="color: #4b69c6">serial</span>(T.<span style="color: #4b69c6">ceildiv</span>(BLOCK_N, <span style="color: #b60157">256</span>)):
            idx <span style="color: #d73948">=</span> bx <span style="color: #d73948">*</span> BLOCK_N <span style="color: #d73948">+</span> i <span style="color: #d73948">*</span> <span style="color: #b60157">256</span> <span style="color: #d73948">+</span> tx
            B[idx] <span style="color: #d73948">=</span> A[idx]

    <span style="color: #d73948">return</span> B</code></pre></div><p>在 Thread-level 进行操作: 当前 thread 具体负责复制哪些精确位置的数据</p><p>从这个简单例子也可以看出，Block Level 抽象程度更高，Thread Level 操作粒度更细，有着更多自由发挥的空间</p><p>两者编译后的 CUDA 代码如下:</p><ul><li><strong>Block Level</strong></li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">extern</span> <span style="color: #198810">"</span><span style="color: #198810">C</span><span style="color: #198810">"</span> __global__ <span style="color: #d73948">void</span> <span style="color: #4b69c6">__launch_bounds__</span>(<span style="color: #b60157">256</span>, <span style="color: #b60157">1</span>) <span style="color: #4b69c6">tl_copy_1d_parallel_kernel</span>(<span style="color: #d73948">const</span> half_t<span style="color: #d73948">*</span> <span style="color: #d73948">__restrict__</span> A, half_t<span style="color: #d73948">*</span> <span style="color: #d73948">__restrict__</span> B) {
 <span style="color: #d73948">int</span> offset <span style="color: #d73948">=</span> blockIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span> <span style="color: #d73948">+</span> threadIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">4</span>;
 <span style="color: #d73948">*</span>(uint2<span style="color: #d73948">*</span>)(B <span style="color: #d73948">+</span> offset) <span style="color: #d73948">=</span> <span style="color: #d73948">*</span>(uint2<span style="color: #d73948">*</span>)(A <span style="color: #d73948">+</span> offset);
}</code></pre></div><ul><li><strong>Thread level</strong></li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">extern</span> <span style="color: #198810">"</span><span style="color: #198810">C</span><span style="color: #198810">"</span> __global__ <span style="color: #d73948">void</span> <span style="color: #4b69c6">__launch_bounds__</span>(<span style="color: #b60157">256</span>, <span style="color: #b60157">1</span>) <span style="color: #4b69c6">tl_copy_1d_parallel_thread_view_kernel</span>(<span style="color: #d73948">const</span> half_t<span style="color: #d73948">*</span> <span style="color: #d73948">__restrict__</span> A, half_t<span style="color: #d73948">*</span> <span style="color: #d73948">__restrict__</span> B) {
  <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> <span style="color: #b60157">4</span>; <span style="color: #d73948">++</span>i) {
    B[(blockIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span>) <span style="color: #d73948">+</span> (i <span style="color: #d73948">*</span> <span style="color: #b60157">256</span>) <span style="color: #d73948">+</span> threadIdx.x] <span style="color: #d73948">=</span> A[(blockIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span>) <span style="color: #d73948">+</span> (i <span style="color: #d73948">*</span> <span style="color: #b60157">256</span>)) <span style="color: #d73948">+</span> threadIdx.x];
  }
}</code></pre></div><p>可以发现由 Block Level 生成的代码自动做了向量化优化，在 1024x1024 长度下进行 copy:</p><ul><li>block_level: 0.034ms</li><li>thread_level: 0.055ms</li></ul><h4 id="xiang-liang-hua-you-hua">向量化优化<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-programming-model/#xiang-liang-hua-you-hua" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>一个简化版的解释如下：</p><p>假设一个 block 有 4 个线程，要搬 16 个格子：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 44.835555556em; height: 15.525555556em; display: block" viewBox="0 0 504.4 174.6625" width="504.4pt" height="174.6625pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 110.5v 5.325h -110.5v -5.325Z "/><g transform="translate(-5e-9 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g8A26CCBB4A1FAC7104C51E96431851CE" 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-4.4475q 0.54 0 0.79875 0.3525q 0.25875 0.3525 0.25875 1.0275v 0.9075q 0 0.6675 -0.25875 1.02q -0.25875 0.3525 -0.79875 0.3525h -0.5925v -3.66h 0.5925Z "/></symbol><symbol id="g47FE7F3B6756D5D2C0B9A8212C4DCEDD" overflow="visible"><path d="M 0 0m 2.056 1.088h 1.032l -0.92 -2.216h -0.536l 0.424 2.216Z "/></symbol><symbol id="gFE520A63845B934EED93ACACFF6C16B9" overflow="visible"><path d="M 0 0m 0.496 2.976v 0.544h 3.808v -0.544h -3.808Z m 0 -1.6v 0.544h 3.808v -0.544h -3.808Z "/></symbol></defs></svg></div><p>Kernel 1 的切法（按块切，每人拿一整块）：每人拿到连续的 4 个，一次拿走。threadIdx.x * 4 就是每人的起始位置。</p><p>Kernel 2 的切法（按列切，分 4 轮，每轮每人拿 1 个）：每轮 i，每人拿 i * 4 + threadIdx.x 号格子。i * 4（实际是 i * 线程数）用来跳到下一轮。</p><h3 id="yuan-yu-cha-bie"><span class="heading-num">1.2</span>原语差别<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-programming-model/#yuan-yu-cha-bie" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>很容易想到，在 Block 视角下，有一些声明式原语会指导框架进行线程分配，常见的有:</p><ul><li><p>数据复制</p><ul><li><code>T.copy</code>: 只需要声明需要复制的数据在哪里，有哪些</li></ul></li><li><p>执行工作流</p><ul><li><code>T.Parallel(BLOCK_N)</code>: 这 BLOCK_N 次迭代之间没有依赖，请用 Block 里的所有线程尽量并行地完成它们</li></ul></li></ul><p>使用 <code>T.Parallel(BLOCK_N)</code> 时自然会出现一个问题，如果迭代次数大于 Block 中的线程数，编译器会不会自动加入一个类似于 <code>T.serial</code> 的 for loop 呢？</p><p>答案是会的，对于上面提到的 copy kernel，如果我们关闭向量化优化，就会得到下面的 CUDA 代码：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">extern</span> <span style="color: #198810">"</span><span style="color: #198810">C</span><span style="color: #198810">"</span> __global__ <span style="color: #d73948">void</span> <span style="color: #4b69c6">__launch_bounds__</span>(<span style="color: #b60157">256</span>, <span style="color: #b60157">1</span>) <span style="color: #4b69c6">tl_copy_1d_parallel_kernel</span>(<span style="color: #d73948">const</span> half_t<span style="color: #d73948">*</span> <span style="color: #d73948">__restrict__</span> A, half_t<span style="color: #d73948">*</span> <span style="color: #d73948">__restrict__</span> B) {
 <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> <span style="color: #b60157">4</span>; <span style="color: #d73948">++</span>i) {
     B[(blockIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span>) <span style="color: #d73948">+</span> (threadIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">4</span>) <span style="color: #d73948">+</span> i] <span style="color: #d73948">=</span> A[(blockIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span>) <span style="color: #d73948">+</span> (threadIdx.x <span style="color: #d73948">*</span> <span style="color: #b60157">4</span>) <span style="color: #d73948">+</span> i];
  }
}</code></pre></div><p>虽然说是线程是 block 访问的，不能合并访问，但是这种 pattern 非常利于向量化优化</p><p>所以从 Block Level -> Thread Level, 一个常见的转换是：</p><ul><li>把 <code>T.Parallel(BLOCK_N)</code> 这个外层循环去掉</li><li>增加一个 <code>T.serial(BLOCK_N // threads)</code> 的循环，代表每个 thread 需要做多少次串行迭代</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> block level</span>
<span style="color: #d73948">for</span> i <span style="color: #d73948">in</span> T.<span style="color: #4b69c6">Parallel</span>(BLOCK_N):
 do_sth

<span style="color: #74747c">#</span><span style="color: #74747c"> thread level</span>
<span style="color: #d73948">for</span> i <span style="color: #d73948">in</span> T.<span style="color: #4b69c6">serial</span>(BLOCK_N <span style="color: #d73948">/</span><span style="color: #d73948">/</span> threads):
 do_sth</code></pre></div><h2 id="nei-cun-fen-pei"><span class="heading-num">02</span>内存分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-programming-model/#nei-cun-fen-pei" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>在 Block 视角下进行内存的分配，比如 <code>T.alloc_shared</code> 比较直观，如果是 Thread 视角下，<code>T.alloc_shared</code> 会不会被执行多份呢？</p><p>答案是不会的， 这和 CUDA 的 <code>__shared__</code> 完全一致</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp">__global__ <span style="color: #d73948">void</span> <span style="color: #4b69c6">kernel</span>() {
    <span style="color: #74747c">//</span><span style="color: #74747c"> 语法上"每个 thread 都执行到这行"</span>
    <span style="color: #74747c">//</span><span style="color: #74747c"> 但 __shared__ 变量实际上是 block 级别，只有一份</span>
    __shared__ <span style="color: #d73948">float</span> A_shared[BLOCK_K];
    <span style="color: #74747c">//</span><span style="color: #74747c"> ...</span>
}</code></pre></div><p>TileLang 的 <code>T.alloc_shared</code> 同理，虽然写在 thread body 里，但编译器知道它是 Block 级别的声明，只会分配一块 shared memory，所有 thread 访问的是同一块物理地址</p><p>自然而然，使用 <code>T.alloc_local</code> 就是单个 Thread 私有的，典型用途是用来存储 Thread 视角的中间变量</p><p><code>T.alloc_fragment</code> 比较特殊，在 thread 之间是共享还是私有？</p><p>可以说两者都不是，是分布式持有（distributed）</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">T.<span style="color: #4b69c6">alloc_local</span>((<span style="color: #b60157">1</span>,), dtype)     → 完全私有，每个 thread 独立一份，互不可见
T.<span style="color: #4b69c6">alloc_shared</span>((N,), dtype)    → 完全共享，所有 thread 访问同一份
T.<span style="color: #4b69c6">alloc_fragment</span>((N,), dtype)  → 分布式，逻辑上是一个 tile，物理上切分给各 thread</code></pre></div><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 45.066666667em; height: 10.355222222em; display: block" viewBox="0 0 507 116.49625" width="507pt" height="116.49625pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 57.5v 6.6225h -57.5v -6.6225Z "/><g transform="translate(-5e-9 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g9DF32E8FCDC2BC67329D50D69E901077" x="0" y="0" fill="#286379" fill-rule="nonzero"/><use xlink:href="#gC9F07039026F2ABBD5B9CFF090604DA2" x="5.3" y="0" fill="#286379" fill-rule="nonzero"/><use xlink:href="#gC9F07039026F2ABBD5B9CFF090604DA2" x="10.6" y="0" fill="#286379" fill-rule="nonzero"/><use xlink:href="#g77A01A9E33872A415F0CB833D6202A58" x="15.9" y="0" fill="#286379" 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a_{N-1}]
                                       ↑                  ↑
物理视图（每个 thread 持有）：  thread 0: acc[0]    thread N-1: acc[N-1]</code></pre></div><p>每个 thread 只在寄存器里持有自己那一份，但程序员可以用 tile 坐标来索引，框架负责翻译成 thread 本地的正确访问。</p><p>所以 fragment 的特点是：逻辑上是 block 级别的 tile，物理上是 per-thread 的私有寄存器，只是按照某种 layout 分布在各 thread 上</p><h2 id="cao-zuo-de-ceng-ji-gui-su"><span class="heading-num">03</span>操作的层级归宿<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-programming-model/#cao-zuo-de-ceng-ji-gui-su" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>TileLang 对操作有严格的层级归属：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 48.888888889em; height: 15.644444444em; display: block" viewBox="0 0 550 176" width="550pt" height="176pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#f5f7f6" fill-rule="nonzero" stroke="#7d8987" stroke-width="0.7" 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    shared <span style="color: #d73948">=</span> T.<span style="color: #4b69c6">alloc_shared</span>((BLOCK_N,), T.float16)
    <span style="color: #d73948">for</span> i <span style="color: #d73948">in</span> T.<span style="color: #4b69c6">Parallel</span>(BLOCK_N):
        T.<span style="color: #4b69c6">copy</span>(source, shared)  <span style="color: #74747c">#</span><span style="color: #74747c"> 非法：collective 操作位于线程级边界内</span></code></pre></div></div></div></article></main></div></div>]]></content:encoded></item><item><title>Production Ready TileLang Ops Framework</title><link>https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/</guid><pubDate>Mon, 17 Aug 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>在生产环境下使用 TileLang，需要考虑几个问题：</p><ol><li>算子缓存</li><li>与 torch.compile 兼容</li></ol><h2 id="suan-zi-huan-cun"><span class="heading-num">01</span>算子缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#suan-zi-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="suan-zi-ding-yi"><span class="heading-num">1.1</span>算子定义<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#suan-zi-ding-yi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>在了解算子缓存之前，我们需要了解一个 GPU 算子应该如何定义，通常由三部分组成：</p><figure class="figure"><figure><table><thead><tr><th>参数类型</th><th>RMSNorm 中的实例</th><th>作用</th></tr></thead><tbody><tr><td><strong>问题规格（Workload / specialization parameters）</strong></td><td><code>M, N, eps, dtype</code></td><td>确定一类具体计算问题</td></tr><tr><td><strong>调度参数（Schedule / config / meta-parameters）</strong></td><td><code>block_m, threads</code></td><td>确定该 workload 的一种实现方案</td></tr><tr><td><strong>运行时参数（Runtime arguments / operands）</strong></td><td><code>x, weight</code></td><td>每次调用时传入的实际数据</td></tr></tbody></table></figure></figure><p>在代码里对应得非常直接：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #4b69c6">_rms_norm_kernel</span>(M, N, eps, dtype)   <span style="color: #74747c">#</span><span style="color: #74747c"> workload parameters</span>

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">_func</span>(block_m, threads):     <span style="color: #74747c">#</span><span style="color: #74747c"> schedule/meta-parameters</span>

        <span style="color: #d73948">def</span> <span style="color: #4b69c6">main</span>(x, weight, y):      <span style="color: #74747c">#</span><span style="color: #74747c"> runtime arguments</span></code></pre></div><p>这三类参数不是一次性传给同一个函数，而是在 kernel 从定义到执行的过程中逐层绑定：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">jit_impl <span style="color: #d73948">=</span> <span style="color: #4b69c6">_rms_norm_kernel</span>(M, N, eps, dtype)
jit_kernel <span style="color: #d73948">=</span> <span style="color: #4b69c6">jit_impl</span>(block_m<span style="color: #d73948">=</span><span style="color: #b60157">4</span>, threads<span style="color: #d73948">=</span><span style="color: #b60157">128</span>)
y <span style="color: #d73948">=</span> <span style="color: #4b69c6">jit_kernel</span>(x, weight)</code></pre></div><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 46.862222222em; height: 3.447377778em; display: block" viewBox="0 0 527.2 38.783" width="527.2pt" height="38.783pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(14.4 6.608)" d="M 0 0h 88.8v 14.064h -88.8v -14.064Z "/><g transform="translate(14.399999995 6.607999995)"><g><path fill="#ffffff" fill-rule="nonzero" d="M 0 0m 0 6.292c 0 -3.474975646 2.817024354 -6.292 6.292 -6.292h 76.216c 3.474975646 0 6.292 2.817024354 6.292 6.292c 0 3.474975646 -2.817024354 6.292 -6.292 6.292h -76.216c -3.474975646 0 -6.292 -2.817024354 -6.292 -6.292Z "/><path fill="none" stroke="#286379" stroke-width="0.7" stroke-linecap="butt" stroke-linejoin="miter" 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data-pagefind-ignore>#</a></h3><p>一次真实的算子调用从业务 <code>Op</code> 开始，依次确定 workload、选择 schedule、取得编译结果，最后才把 Tensor 作为 runtime arguments 启动 kernel</p><p>首次遇到一个 workload 时，完整路径如下：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 43.342222222em; height: 18.731733333em; display: block" viewBox="0 0 487.6 210.732" width="487.6pt" height="210.732pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(38.4)" d="M 0 0m 0 0h 98.4v 14.28h -98.4v -14.28Z "/><g transform="translate(38.399999995 0)"><g><path fill="#222a2d" fill-rule="nonzero" d="M 0 0m 0 6.292c 0 -3.474975646 2.817024354 -6.292 6.292 -6.292h 85.816c 3.474975646 0 6.292 2.817024354 6.292 6.292c 0 3.474975646 -2.817024354 6.292 -6.292 6.292h -85.816c -3.474975646 0 -6.292 -2.817024354 -6.292 -6.292Z "/><path fill="none" stroke="#222a2d" stroke-width="0.7" 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<code>N/eps/dtype</code> 等固定配置并创建空的 workload cache，真正的 kernel 构造发生在首次收到输入之后。</p><p>第一次收到某个 <code>M</code> 时，<code>_get_kernel(M)</code> 发生第三层 cache miss，因此创建 <code>RMSNormKernel</code>。其构造过程调用 <code>_rms_norm_kernel(M, N, eps, dtype)</code>；如果第二层也 miss，Python 才会创建闭包并执行 <code>@tilelang.jit</code>，得到绑定当前 workload 的 <code>JITImpl</code>。随后确定 <code>block_m/threads</code>，调用 <code>JITImpl</code> 取得相应的 <code>JITKernel</code>。只有当第一层的进程内缓存和持久化缓存都未命中时，TileLang 才需要执行完整的 lowering 和设备代码编译。</p><p>后续调用会根据命中的缓存层级跳过不同工作：</p><ul><li>同一个 <code>Op</code> 再次收到相同 <code>M</code> 时，第三层直接返回已有的 <code>RMSNormKernel</code>，不会重新构造对象或查询第二层；执行时只需用已选 schedule 取得第一层中的 <code>JITKernel</code>，然后传入新的 <code>x/weight</code> 启动 kernel。</li><li>另一个 <code>Op</code> 首次收到相同完整 workload 时，它自己的第三层仍然 miss，但模块级第二层可以返回共享的 <code>JITImpl</code>；相同 schedule 还可以继续命中第一层编译结果。</li><li>同一个 <code>Op</code> 收到新的 <code>M</code> 时，会创建新的 workload 对象。第二层和第一层是否 miss，取决于完整 workload 和 schedule 是否已经由其他调用建立对应缓存项。</li></ul><p>如果启用 autotune，schedule 选择会在正常执行前依次运行候选 config。每个候选 <code>block_m/threads</code> 都可能进入第一层并触发一次新 variant 编译和 benchmark，最终选中的 config 保存在 <code>RMSNormKernel</code> 中，供后续调用复用。</p><h3 id="di-yi-ceng-tilelang-bian-yi-jie-guo-huan-cun"><span class="heading-num">1.3</span>第一层：TileLang 编译结果缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#di-yi-ceng-tilelang-bian-yi-jie-guo-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="callout callout-info"><div class="callout-head"><span>INFO / Summary</span><span>/02</span></div><div class="callout-body"><p>同一个 kernel variant 被多次执行时，复用 TileLang 已生成的 CUDA 代码和 <code>JITKernel</code>，避免重复编译。</p></div></aside><p>最底层缓存 TileLang 的编译结果，例如生成的 CUDA 代码、编译后的设备代码、launcher 和 <code>JITKernel</code>。</p><p>一个编译结果由三部分共同确定：</p><ul><li>workload：<code>M, N, eps, dtype</code>；</li><li>schedule：<code>block_m, threads</code>；</li><li>编译环境：GPU target、TileLang/编译器版本和编译选项。</li></ul><p>因此，同一个 workload 使用不同的 <code>block_m/threads</code>，会得到不同的编译结果；相同配置在不同 GPU 架构上也不能直接视为同一个结果。</p><p>这一层用于避免重复 lowering、生成 CUDA 代码和编译。</p><p>自回归解码会多次执行相同 workload。第一次取得编译结果后，后续 token 可以直接复用已经加载的 <code>JITKernel</code>。如果当前 TileLang 版本启用了持久化编译缓存，编译产物还可以写入磁盘，供重新创建 JIT wrapper 或下次启动进程时复用。</p><h3 id="di-er-ceng-tilelang-jitimpl-huan-cun"><span class="heading-num">1.4</span>第二层：TileLang <code>JITImpl</code> 缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#di-er-ceng-tilelang-jitimpl-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="callout callout-info"><div class="callout-head"><span>INFO / Summary</span><span>/02</span></div><div class="callout-body"><p>不同 <code>Op</code> 实例遇到相同 workload 时，共享同一个 TileLang <code>JITImpl</code>，避免重复创建 JIT wrapper。</p></div></aside><p>第二层位于 <code>_rms_norm_kernel</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">functools</span><span style="color: #301414">.</span><span style="color: #301414">lru_cache</span><span style="color: #301414">(</span><span style="color: #301414">maxsize</span><span style="color: #d73948">=</span><span style="color: #b60157">32</span><span style="color: #301414">)</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">_rms_norm_kernel</span>(M, N, eps, dtype):
    <span style="color: #301414">@</span><span style="color: #301414">tilelang</span><span style="color: #301414">.</span><span style="color: #301414">jit</span><span style="color: #301414">(</span><span style="color: #301414">out_idx</span><span style="color: #d73948">=</span><span style="color: #301414">[</span><span style="color: #b60157">2</span><span style="color: #301414">]</span><span style="color: #301414">)</span>
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">_func</span>(block_m, threads):
        <span style="color: #d73948">...</span>
    <span style="color: #d73948">return</span> _func</code></pre></div><p>它缓存的是：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">(M, N, eps, dtype) -> JITImpl</code></pre></div><p>这个 <code>JITImpl</code> 已经通过闭包绑定 workload，但还没有绑定 <code>block_m/threads</code>。调用 <code>JITImpl(block_m=..., threads=...)</code> 后，才会进入第一层取得对应的编译结果。</p><p>如果没有这一层，相同 workload 每次都会重新创建 Python 闭包、执行 <code>@tilelang.jit</code> 并生成新的 JIT wrapper。第一层仍可能避免重新编译 CUDA，但这些 Python 和 JIT 对象的构造会重复发生。</p><p><code>maxsize=32</code> 表示最多缓存 32 个 workload 对应的 <code>JITImpl</code>。</p><p>这一层通常定义在模块级，因此可以<strong>被同一 Python 进程中的多个 <code>Op</code> 实例共享</strong>。Transformer 的每一层都会实例化自己的 RMSNorm；如果这些 RMSNorm 使用相同的 <code>M/N/eps/dtype</code>，没有这一层时会创建多个等价的 <code>JITImpl</code>，有这一层后则会取得同一个对象。</p><p>因此，<code>lru_cache</code> 实现的是<strong>受容量限制的进程内单例</strong>：相同 key 在缓存项仍然存在时返回同一个 <code>JITImpl</code>，但 LRU 淘汰或进程重启后仍会重新创建。</p><h3 id="di-san-ceng-workload-huan-cun"><span class="heading-num">1.5</span>第三层：workload 缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#di-san-ceng-workload-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="callout callout-info"><div class="callout-head"><span>INFO / Summary</span><span>/02</span></div><div class="callout-body"><p>同一个 <code>Op</code> 实例遇到不同 workload 时，分别 dispatch 到对应的 <code>RMSNormKernel</code>，并缓存每种 workload。</p></div></aside><p>第三层位于业务 <code>Op</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">_get_kernel</span>(self, m):
    <span style="color: #d73948">if</span> m <span style="color: #d73948">not</span> <span style="color: #d73948">in</span> <span style="color: #d73948">self</span>._kernel_cache:
        <span style="color: #d73948">self</span>._kernel_cache[m] <span style="color: #d73948">=</span> <span style="color: #4b69c6">RMSNormKernel</span>(
            m, <span style="color: #d73948">self</span>.N, <span style="color: #d73948">self</span>.eps, <span style="color: #d73948">self</span>.dtype,
        )
    <span style="color: #d73948">return</span> <span style="color: #d73948">self</span>._kernel_cache[m]</code></pre></div><p>它缓存的是：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">M -> RMSNormKernel</code></pre></div><p><code>RMSNormKernel</code> 代表一个已经确定的 workload，内部保存 <code>M/N/eps/dtype</code>、选中的 <code>block_m/threads</code>，以及第二层返回的 <code>JITImpl</code>。</p><p>当前缓存只使用 <code>M</code> 作为 key，是因为 <code>N/eps/dtype</code> 已经固定在当前 <code>Op</code> 实例中。例如，输入 <code>(2, 3, N)</code> 和 <code>(6, N)</code> flatten 后的 <code>M</code> 都是 6，可以使用同一个 <code>RMSNormKernel</code>。</p><p>同一个 <code>Op</code> 在 prefill 和 decode 阶段可能遇到不同 workload。假设 batch size 为 1、prefill sequence length 为 128，那么输入 flatten 后，prefill 的 <code>M=128</code>，decode 的 <code>M=1</code>。第三层会分别缓存这两个 workload：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">self</span>._kernel_cache <span style="color: #d73948">=</span> {
    <span style="color: #b60157">128</span>: <span style="color: #4b69c6">RMSNormKernel</span>(M<span style="color: #d73948">=</span><span style="color: #b60157">128</span>, <span style="color: #d73948">...</span>),  <span style="color: #74747c">#</span><span style="color: #74747c"> prefill</span>
    <span style="color: #b60157">1</span>: <span style="color: #4b69c6">RMSNormKernel</span>(M<span style="color: #d73948">=</span><span style="color: #b60157">1</span>, <span style="color: #d73948">...</span>),      <span style="color: #74747c">#</span><span style="color: #74747c"> decode</span>
}</code></pre></div><p>这一层避免为相同 workload 重复创建 <code>RMSNormKernel</code>、选择配置和查询第二层缓存。它本身不负责缓存 CUDA 代码。</p><h3 id="san-ceng-huan-cun-de-guan-xi"><span class="heading-num">1.6</span>三层缓存的关系<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#san-ceng-huan-cun-de-guan-xi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><figure class="figure"><figure><table><thead><tr><th>层级</th><th>共享范围</th><th>缓存内容</th><th>主要作用</th></tr></thead><tbody><tr><td>第一层</td><td>TileLang 编译缓存</td><td>CUDA 代码、设备代码和 <code>JITKernel</code></td><td>避免重复编译</td></tr><tr><td>第二层</td><td>当前 Python 进程</td><td>workload 对应的 TileLang <code>JITImpl</code></td><td>让多个 <code>Op</code> 共享 JIT wrapper</td></tr><tr><td>第三层</td><td>每个 <code>Op</code> 实例内部</td><td>不同 workload 对应的 <code>RMSNormKernel</code></td><td>workload dispatch 和配置选择</td></tr></tbody></table></figure></figure><p>三层缓存虽然都与 workload 有关，但缓存的不是同一个对象：</p><ul><li>第一层缓存可以执行的编译结果；</li><li>第二层缓存生成编译结果的 <code>JITImpl</code>；</li><li>第三层缓存面向业务调用的 workload 对象。</li></ul><h3 id="transformer-zhong-di-huan-cun-shi-li"><span class="heading-num">1.7</span>Transformer 中的缓存示例<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#transformer-zhong-di-huan-cun-shi-li" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>假设模型由三个 <code>TransformerBlock</code> 堆叠而成，每个 block 都包含两个 RMSNorm：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">TransformerBlock</span>(<span style="color: #8b41b1">nn</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">Module</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, config: ModelArgs) -> <span style="color: #d73948">None</span>:
        <span style="color: #4b69c6">super</span>().<span style="color: #4b69c6">__init__</span>()
        <span style="color: #d73948">self</span>.attention <span style="color: #d73948">=</span> <span style="color: #4b69c6">Attention</span>(config)
        <span style="color: #d73948">self</span>.feed_forward <span style="color: #d73948">=</span> <span style="color: #4b69c6">FeedForward</span>(config)
        <span style="color: #d73948">self</span>.ffn_norm <span style="color: #d73948">=</span> <span style="color: #4b69c6">RMSNorm</span>(config.dim, config.norm_eps)
        <span style="color: #d73948">self</span>.attention_norm <span style="color: #d73948">=</span> <span style="color: #4b69c6">RMSNorm</span>(config.dim, config.norm_eps)

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(
        self, x: Tensor, input_pos: Tensor, freqs_cis: Tensor
    ) -> Tensor:
        hidden <span style="color: #d73948">=</span> x <span style="color: #d73948">+</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">attention</span>(
            <span style="color: #d73948">self</span>.<span style="color: #4b69c6">attention_norm</span>(x), freqs_cis, input_pos
        )
        <span style="color: #d73948">return</span> hidden <span style="color: #d73948">+</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">feed_forward</span>(<span style="color: #d73948">self</span>.<span style="color: #4b69c6">ffn_norm</span>(hidden))</code></pre></div><p>三个 block 一共会创建六个独立的 RMSNorm <code>Op</code> 实例。假设它们都使用 <code>N=4096</code>、<code>eps=1e-5</code> 和 <code>bfloat16</code>，prefill 时 <code>M=128</code>，decode 时 <code>M=1</code>，缓存关系如下：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 42.311111111em; height: 19.659777778em; display: block" viewBox="0 0 476 221.1725" width="476pt" height="221.1725pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 115.8v 6.345h -115.8v -6.345Z "/><g transform="translate(-5e-9 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use 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-0.428 0.568 -0.428 1.592q 0 1.024 0.428 1.592q 0.428 0.568 1.188 0.568q 0.872 0 1.272 -0.768h 0.032v 2.464h 0.64v -5.92h -0.64v 0.672Z m -1.056 -0.2q 0.216 0 0.408 0.056q 0.192 0.056 0.336 0.164q 0.144 0.108 0.228 0.264q 0.084 0.156 0.084 0.364v 1.488q 0 0.208 -0.084 0.364q -0.084 0.156 -0.228 0.264q -0.144 0.108 -0.336 0.164q -0.192 0.056 -0.408 0.056q -0.56 0 -0.868 -0.34q -0.308 -0.34 -0.308 -0.9v -0.704q 0 -0.56 0.308 -0.9q 0.308 -0.34 0.868 -0.34Z "/></symbol><symbol id="gB31CB3814A59D49927A4A4C2273B20B" overflow="visible"><path d="M 0 0m 2.544 -0.096q -0.448 0 -0.796 0.156q -0.348 0.156 -0.588 0.436q -0.24 0.28 -0.364 0.68q -0.124 0.4 -0.124 0.888q 0 0.488 0.128 0.888q 0.128 0.4 0.368 0.684q 0.24 0.284 0.584 0.436q 0.344 0.152 0.784 0.152q 0.6 0 0.976 -0.264q 0.376 -0.264 0.552 -0.688l -0.512 -0.272q -0.112 0.32 -0.372 0.496q -0.26 0.176 -0.644 0.176q -0.28 0 -0.5 -0.092q -0.22 -0.092 -0.372 -0.26q -0.152 -0.168 -0.228 -0.4q -0.076 -0.232 -0.076 -0.504v -0.704q 0 -0.272 0.076 -0.504q 0.076 -0.232 0.228 -0.4q 0.152 -0.168 0.376 -0.26q 0.224 -0.092 0.512 -0.092q 0.416 0 0.688 0.192q 0.272 0.192 0.432 0.528l 0.456 -0.312q -0.184 -0.416 -0.572 -0.688q -0.388 -0.272 -1.012 -0.272Z "/></symbol></defs></svg></div><p>虽然本文按照从底层到上层的顺序编号，但一次实际调用的查找顺序是第三层、第二层、第一层：<code>Op</code> 先根据 <code>M</code> dispatch 到 <code>RMSNormKernel</code>，后者取得共享的 <code>JITImpl</code>，最后由 workload、schedule 和 target 定位编译结果。</p><p>在这个例子中：</p><ol><li>当前实现中第三层不会跨 <code>Op</code> 共享。六个 RMSNorm 是六个独立 <code>Op</code>，每个 <code>Op</code> 都维护自己的 prefill/decode dispatch。</li><li>第二层可以共享，因为六个 <code>Op</code> 的完整 workload 相同，最终只需要两个 <code>JITImpl</code>。各层的 RMSNorm <code>weight</code> 虽然不同，但它是 runtime argument，不属于 workload key。</li><li>假设每个 workload 只选择一个 schedule，第一层只需要两组编译结果。decode 的 <code>JITKernel D</code> 会在所有层和后续 token 中反复复用。</li></ol><p>如果各层的 <code>N/eps/dtype</code> 不同、autotune 选择了额外 schedule，或者运行 target 不同，第二层和第一层的缓存项数量会相应增加。</p><p>运行时的 <code>x</code>、<code>weight</code> 和 <code>residual</code> 不属于这三层缓存。它们的 shape、dtype 和 device 用来选择 workload，实际 tensor 只作为参数传给最终的 <code>JITKernel</code>，不应该按 tensor pointer 或内容缓存输出。</p><h2 id="torch.compile-jian-rong"><span class="heading-num">02</span>torch.compile 兼容<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#torch.compile-jian-rong" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><aside class="callout callout-info"><div class="callout-head"><span>INFO / Summary</span><span>/02</span></div><div class="callout-body"><p><code>torch.compile</code> 负责捕获 PyTorch tensor graph，TileLang JIT 负责生成和编译单个 GPU kernel。要让两者协同工作，需要用 <code>custom_op</code> 明确划分编译边界</p></div></aside><h3 id="liang-ge-bu-tong-de-bian-yi-yu"><span class="heading-num">2.1</span>两个不同的编译域<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#liang-ge-bu-tong-de-bian-yi-yu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>torch.compile</code> 和 <code>tilelang.jit</code> 都包含“编译”，但它们处理的对象不同：</p><figure class="figure"><figure><table><thead><tr><th>编译器</th><th>输入</th><th>关注的问题</th><th>输出</th></tr></thead><tbody><tr><td><code>torch.compile</code></td><td>PyTorch <code>forward()</code></td><td>tensor 如何流动、shape/dtype、图优化与算子融合</td><td>FX graph 和 Inductor 生成的代码</td></tr><tr><td>TileLang JIT</td><td>具体的 TileLang kernel</td><td>block/thread 布局、shared memory、reduction 和 CUDA 代码生成</td><td><code>JITKernel</code> 和设备代码</td></tr></tbody></table></figure></figure><p>Dynamo 可以捕获 <code>reshape</code>、<code>contiguous</code> 等 PyTorch tensor 操作，但不适合进入 TileLang 的 Python 实现继续分析。例如：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">self</span>._kernel_cache[m] <span style="color: #d73948">=</span> <span style="color: #4b69c6">RMSNormKernel</span>(<span style="color: #d73948">...</span>)
kernel <span style="color: #d73948">=</span> <span style="color: #4b69c6">_rms_norm_kernel</span>(M, N, eps, dtype)
jit_kernel <span style="color: #d73948">=</span> <span style="color: #4b69c6">kernel</span>(block_m<span style="color: #d73948">=</span>block_m, threads<span style="color: #d73948">=</span>threads)</code></pre></div><p>这些代码可能包含 Python 字典修改、对象构造、配置选择、文件缓存和 CUDA 编译，不属于 PyTorch tensor graph。直接让 Dynamo 追踪这些行为，容易产生 graph break，使用 <code>fullgraph=True</code> 时则可能直接失败。</p><h3 id="shi-yong-custom_op-jian-li-bian-jie"><span class="heading-num">2.2</span>使用 <code>custom_op</code> 建立边界<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#shi-yong-custom_op-jian-li-bian-jie" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="callout callout-info"><div class="callout-head"><span>INFO / Summary</span><span>/02</span></div><div class="callout-body"><p><code>custom_op</code> 将 TileLang 调用注册为 PyTorch 图中的一个原子节点。Dynamo 记录这个节点，但不会进入函数内部分析 JIT、缓存和 CUDA launch。</p></div></aside><p>关键在于区分两种表面相似、实际机制不同的调用：Python 实例方法调用和 PyTorch Dispatcher 算子调用。</p><h4 id="python-shi-li-fang-fa-shi-bound-method">Python 实例方法是 bound method<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#python-shi-li-fang-fa-shi-bound-method" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>普通实例方法天然绑定到一个 Python 对象：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">RMSNormFwdOp</span>:
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x, weight):
        <span style="color: #d73948">...</span>

op1.<span style="color: #4b69c6">forward</span>(x, weight)</code></pre></div><p>Python 实际执行的逻辑近似于：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">RMSNormFwdOp.<span style="color: #4b69c6">forward</span>(op1, x, weight)</code></pre></div><p><code>op1.forward</code> 是 bound method，Python 会自动把 <code>op1</code> 作为 <code>self</code> 传入。因此 <code>forward()</code> 可以直接访问实例状态：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">self</span>.N
<span style="color: #d73948">self</span>.eps
<span style="color: #d73948">self</span>.dtype
<span style="color: #d73948">self</span>._kernel_cache</code></pre></div><h4 id="custom-op-shi-quan-ju-dispatcher-suan-zi">custom op 是全局 Dispatcher 算子<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#custom-op-shi-quan-ju-dispatcher-suan-zi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p><code>torch.library.custom_op</code> 不使用 bound method 机制。装饰器在模块导入时执行一次，将一个具有全局名称和固定 schema 的算子注册到 PyTorch Dispatcher：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">torch</span><span style="color: #301414">.</span><span style="color: #301414">library</span><span style="color: #301414">.</span><span style="color: #301414">custom_op</span><span style="color: #301414">(</span><span style="color: #198810">"</span><span style="color: #198810">tilelang_ops::rms_norm</span><span style="color: #198810">"</span><span style="color: #301414">,</span><span style="color: #301414"> </span><span style="color: #301414">mutates_args</span><span style="color: #d73948">=</span><span style="color: #301414">(</span><span style="color: #301414">)</span><span style="color: #301414">)</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">_rms_norm_wrapped</span>(
    x: torch.Tensor,
    weight: torch.Tensor,
    instance_key: <span style="color: #4b69c6">str</span>,
) -> torch.Tensor:
    op <span style="color: #d73948">=</span> <span style="color: #4b69c6">get_instance</span>(instance_key)
    <span style="color: #d73948">return</span> op.<span style="color: #4b69c6">_eager_forward</span>(x, weight)</code></pre></div><p>可以近似理解为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">implementation</span>(x, weight, instance_key):
    op <span style="color: #d73948">=</span> <span style="color: #4b69c6">get_instance</span>(instance_key)
    <span style="color: #d73948">return</span> op.<span style="color: #4b69c6">_eager_forward</span>(x, weight)

_rms_norm_wrapped <span style="color: #d73948">=</span> <span style="color: #4b69c6">register_global_torch_operator</span>(
    name<span style="color: #d73948">=</span><span style="color: #198810">"</span><span style="color: #198810">tilelang_ops::rms_norm</span><span style="color: #198810">"</span>,
    implementation<span style="color: #d73948">=</span>implementation,
)</code></pre></div><p>PyTorch 注册的是一个全局算子，而不是某个 <code>RMSNormFwdOp</code> 实例的方法。它的 schema 可以概括为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">tilelang_ops::rms_norm(
    Tensor x,
    Tensor weight,
    str instance_key
) -> Tensor</code></pre></div><p>这里的 <code>mutates_args=()</code> 表示 custom op 不会原地修改输入。Dynamo 遇到 <code>_rms_norm_wrapped(...)</code> 时，只会在 FX graph 中记录一个 <code>tilelang_ops.rms_norm</code> 节点，不会进入 <code>_eager_forward()</code> 分析 workload dispatch、缓存或 TileLang JIT。</p><h4 id="duo-ge-shi-li-gong-xiang-tong-yi-ge-custom-op">多个实例共享同一个 custom op<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#duo-ge-shi-li-gong-xiang-tong-yi-ge-custom-op" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>假设模型中有两个配置不同的 RMSNorm：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">op1 <span style="color: #d73948">=</span> <span style="color: #4b69c6">RMSNormFwdOp</span>(
    hidden_size<span style="color: #d73948">=</span><span style="color: #b60157">2048</span>,
    eps<span style="color: #d73948">=</span><span style="color: #b60157">1e-6</span>,
    dtype<span style="color: #d73948">=</span>torch.bfloat16,
)

op2 <span style="color: #d73948">=</span> <span style="color: #4b69c6">RMSNormFwdOp</span>(
    hidden_size<span style="color: #d73948">=</span><span style="color: #b60157">4096</span>,
    eps<span style="color: #d73948">=</span><span style="color: #b60157">1e-5</span>,
    dtype<span style="color: #d73948">=</span>torch.bfloat16,
)</code></pre></div><p><code>op1.forward</code> 和 <code>op2.forward</code> 分别绑定 <code>op1</code> 和 <code>op2</code>，但它们最终调用的是同一个全局 custom op：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">op1.<span style="color: #4b69c6">forward</span>(x1, weight1)  <span style="color: #74747c">#</span><span style="color: #74747c"> 调用 tilelang_ops::rms_norm</span>
op2.<span style="color: #4b69c6">forward</span>(x2, weight2)  <span style="color: #74747c">#</span><span style="color: #74747c"> 调用 tilelang_ops::rms_norm</span></code></pre></div><p>全局算子本身没有 <code>self</code>，因此不知道当前调用来自哪个实例。<code>instance_key</code> 的作用就是在 schema 允许的参数中携带实例身份。</p><h4 id="wei-shen-me-bu-neng-zhi-jie-chuan-ru-self">为什么不能直接传入 <code>self</code><a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#wei-shen-me-bu-neng-zhi-jie-chuan-ru-self" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>理论上可能希望直接调用：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #4b69c6">_rms_norm_wrapped</span>(x, weight, <span style="color: #d73948">self</span>)</code></pre></div><p>但 custom op 的参数必须能够用 PyTorch operator schema 表示，例如 <code>Tensor</code>、<code>int</code>、<code>float</code>、<code>bool</code>、<code>str</code> 及其支持的容器。任意 Python 对象 <code>RMSNormFwdOp</code> 无法成为 graph 中的 operator 参数：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">Tensor x
Tensor weight
RMSNormFwdOp self  # PyTorch schema 无法表示</code></pre></div><p>Dynamo、FakeTensor、Inductor 和模型序列化也无法解释这个 Python 对象。因此需要把 <code>self</code> 替换为 schema 支持的标识符：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">instance_key: <span style="color: #4b69c6">str</span></code></pre></div><h4 id="registry-ru-he-zhao-hui-shi-li">registry 如何找回实例<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#registry-ru-he-zhao-hui-shi-li" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>每个 <code>RMSNormFwdOp</code> 在构造时把自己加入 registry，并保存返回的 key：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">RMSNormFwdOp</span>:
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, ...):
        <span style="color: #d73948">...</span>
        <span style="color: #d73948">self</span>._instance_key <span style="color: #d73948">=</span> <span style="color: #4b69c6">register_instance</span>(<span style="color: #d73948">self</span>)

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x, weight):
        <span style="color: #d73948">return</span> <span style="color: #4b69c6">_rms_norm_wrapped</span>(
            x,
            weight,
            <span style="color: #d73948">self</span>._instance_key,
        )</code></pre></div><p>假设两个实例分别得到：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">op1._instance_key = "140001"
op2._instance_key = "140002"</code></pre></div><p>registry 保存 <code>instance_key</code> 到 Python 实例的映射：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">{
    <span style="color: #198810">"</span><span style="color: #198810">140001</span><span style="color: #198810">"</span>: op1,
    <span style="color: #198810">"</span><span style="color: #198810">140002</span><span style="color: #198810">"</span>: op2,
}</code></pre></div><p>于是一次真实调用可以还原为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">op1.<span style="color: #4b69c6">forward</span>(x, weight)
<span style="color: #4b69c6">_rms_norm_wrapped</span>(x, weight, <span style="color: #198810">"</span><span style="color: #198810">140001</span><span style="color: #198810">"</span>)
<span style="color: #4b69c6">get_instance</span>(<span style="color: #198810">"</span><span style="color: #198810">140001</span><span style="color: #198810">"</span>).<span style="color: #4b69c6">_eager_forward</span>(x, weight)</code></pre></div><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 48.853333333em; height: 13.434933333em; display: block" viewBox="0 0 549.6 151.143" width="549.6pt" height="151.143pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#ffffff" fill-rule="nonzero" stroke="#286379" stroke-width="0.7" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" d="M 0 0m 3 0c -1.655352 0 -3 1.344648 -3 3v 28c 0 1.655352 1.344648 3 3 3h 110c 1.655352 0 3 -1.344648 3 -3v -28c 0 -1.655352 -1.344648 -3 -3 -3h -110Z "/><path fill="none" transform="translate(50.8 7.408)" d="M 0 0h 14.4v 7.184h -14.4v -7.184Z "/><g 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-0.1155q -0.203 -0.1155 -0.336 -0.3255q -0.133 -0.21 -0.1925 -0.511q -0.0595 -0.301 -0.0595 -0.665v -0.798q 0 -0.371 0.0595 -0.6685q 0.0595 -0.2975 0.1925 -0.5075q 0.133 -0.21 0.336 -0.3255q 0.203 -0.1155 0.497 -0.1155Z "/></symbol><symbol id="g2CE3D60683BF3CC2E6F3A622B9BE4D4F" overflow="visible"><path d="M 0 0m 1.834 3.241v 1.939h 0.532v -1.939h -0.532Z "/></symbol></defs></svg></div><p><code>instance_key</code> 本质上是一个可以进入 PyTorch graph 的“Python 对象引用替代品”。registry 应使用不会冲突的稳定 key，并通过弱引用或显式注销管理实例生命周期，避免全局注册表阻止对象释放。这个 key 只在当前进程的 registry 中有效；如果需要跨进程加载或导出 graph，就必须重建映射，或者改用显式传递配置的无状态设计。</p><h4 id="wei-shen-me-bu-wei-mei-ge-shi-li-zhu-ce-custom-op">为什么不为每个实例注册 custom op<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#wei-shen-me-bu-wei-mei-ge-shi-li-zhu-ce-custom-op" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>另一种设想是为每个实例动态注册不同的算子名称：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">tilelang_ops::rms_norm_140001
tilelang_ops::rms_norm_140002</code></pre></div><p>这种设计会让每个 <code>Op</code> 实例都向全局 Dispatcher 添加一个新算子。算子注册无法随 Python 实例自然撤销，模型层数越多，全局算子越多，同时还会降低 <code>torch.compile</code> graph cache 的复用能力并增加生命周期管理难度。</p><p>更合理的模型是：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">一个全局 custom op
+ 多个 RMSNormFwdOp 实例
+ instance_key 区分调用来自哪个实例</code></pre></div><p>也可以把 <code>hidden_size/eps/dtype</code> 等简单配置全部作为 custom-op 参数传入，但无法直接传递 <code>_kernel_cache</code>、autotune 状态或已经选择的 config。registry 方案保留了清晰的所有权：调用者持有 <code>Op</code>，<code>Op</code> 持有自己的 kernel cache，全局 custom op 只负责跨越 compile boundary，<code>instance_key</code> 负责找回对应的 <code>Op</code>。</p><h3 id="shi-yong-register_fake-miao-shu-shu-chu"><span class="heading-num">2.3</span>使用 <code>register_fake</code> 描述输出<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#shi-yong-register_fake-miao-shu-shu-chu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="callout callout-info"><div class="callout-head"><span>INFO / Summary</span><span>/02</span></div><div class="callout-body"><p><code>register_fake</code> 不执行 TileLang kernel，只根据输入 metadata 构造一个虚拟输出，让 Dynamo 能继续推导后续节点。</p></div></aside><p>RMSNorm 的输出与 <code>x</code> 具有相同的 shape、dtype 和 device，因此 fake implementation 不需要访问 registry：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">_rms_norm_wrapped</span><span style="color: #301414">.</span><span style="color: #301414">register_fake</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">_</span>(
    x: torch.Tensor,
    weight: torch.Tensor,
    instance_key: <span style="color: #4b69c6">str</span>,
) -> torch.Tensor:
    <span style="color: #d73948">return</span> torch.<span style="color: #4b69c6">empty_like</span>(x)</code></pre></div><p>编译阶段和真实执行阶段使用同一个 custom-op 节点，但调用不同的 implementation：</p><figure class="figure"><figure><table><thead><tr><th>阶段</th><th>调用的实现</th><th>作用</th></tr></thead><tbody><tr><td>Dynamo 捕获和 FakeTensor 推导</td><td><code>register_fake</code></td><td>根据 <code>x</code> 推导输出 metadata，不访问实例，也不执行 GPU 计算</td></tr><tr><td>编译后 graph 的真实执行</td><td><code>_rms_norm_wrapped</code></td><td>通过 registry 找回实例，查询缓存并启动 TileLang kernel</td></tr></tbody></table></figure></figure><p>如果某个 custom op 的输出 metadata 无法只从 tensor 输入推导，就需要把必要的 shape/config 信息作为 schema 支持的标量参数显式传入。</p><h3 id="custom-op-bian-jie-fang-zai-na-li"><span class="heading-num">2.4</span>custom-op 边界放在哪里<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#custom-op-bian-jie-fang-zai-na-li" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>custom_op</code> 只能隐藏它包裹的函数体。为了兼容 cold start 和 <code>fullgraph=True</code>，workload dispatch、缓存 miss 和 TileLang JIT 都应发生在真实 custom-op implementation 调用的 <code>_eager_forward()</code> 中：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">RMSNormFwdOp</span>:
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x, weight):
        <span style="color: #d73948">return</span> <span style="color: #4b69c6">_rms_norm_wrapped</span>(
            x,
            weight,
            <span style="color: #d73948">self</span>._instance_key,
        )

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">_eager_forward</span>(self, x, weight):
        original_shape <span style="color: #d73948">=</span> x.shape
        x <span style="color: #d73948">=</span> x.<span style="color: #4b69c6">reshape</span>(<span style="color: #d73948">-</span><span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.N)
        kernel <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">_get_kernel</span>(x.shape[<span style="color: #b60157">0</span>])
        y <span style="color: #d73948">=</span> kernel.<span style="color: #4b69c6">forward</span>(x, weight)
        <span style="color: #d73948">return</span> y.<span style="color: #4b69c6">reshape</span>(original_shape)</code></pre></div><p>Dynamo 捕获 <code>forward()</code> 时只看到全局 custom-op 节点；执行编译后的 graph 时，Dispatcher 才调用 <code>_rms_norm_wrapped()</code>，通过 registry 找回实例并进入 <code>_eager_forward()</code>。因此，第三层 workload cache、第二层 <code>JITImpl</code> cache 和第一层编译结果 cache 都位于 compile boundary 内部。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 44.444444444em; height: 25.658888889em; display: block" viewBox="0 0 500 288.6625" width="500pt" height="288.6625pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 158.2v 5.325h -158.2v -5.325Z "/><g transform="translate(0 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g5762080CD1D87A9F37D52AA9A158AF78" x="0" y="0" fill="#286379" fill-rule="nonzero"/><use 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-0.749v -3.864h 0.749Z "/></symbol></defs></svg></div><p>如果把 custom-op 边界放到更深的 <code>kernel.forward()</code>，使 <code>_get_kernel()</code> 留在边界外，那么第一次遇到新 workload 时，Dynamo 仍会看到 Python 字典修改和 <code>RMSNormKernel</code> 构造。提前 warmup 可以让已知 workload 变成 cache hit，但不能覆盖 cold start 或之后出现的新 shape。</p><h2 id="yu-triton-de-yi-tong"><span class="heading-num">03</span>与 Triton 的异同<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#yu-triton-de-yi-tong" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><aside class="callout callout-note"><div class="callout-head"><span>NOTE</span><span>/01</span></div><div class="callout-body"><p>缓存和 <code>torch.compile</code> 兼容也是生产级 Triton 算子需要处理的问题，但 TileLang 的三层缓存和 <code>custom_op</code> 方案不能原样套用。Triton 通常由一个模块级 <code>JITFunction</code> 管理编译 variant，而且 PyTorch 可以直接捕获用户定义的 Triton kernel。</p></div></aside><h3 id="huan-cun-ceng-ji-bu-wan-quan-dui-ying"><span class="heading-num">3.1</span>缓存层级不完全对应<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#huan-cun-ceng-ji-bu-wan-quan-dui-ying" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>TileLang 和 Triton 都需要缓存已经编译的设备代码，但两者的 Python 对象模型不同，因此上层缓存并不一一对应：</p><figure class="figure"><figure><table><thead><tr><th>TileLang 中的层级</th><th>Triton 中的对应机制</th><th>是否通常需要额外实现</th></tr></thead><tbody><tr><td>编译结果缓存</td><td><code>JITFunction</code> 的进程内 variant cache 和 Triton 持久化编译缓存</td><td>不需要</td></tr><tr><td>workload 对应的 <code>JITImpl</code> 缓存</td><td>模块级 <code>@triton.jit</code> 创建的单个 <code>JITFunction</code></td><td>通常不需要 <code>lru_cache</code></td></tr><tr><td><code>Op</code> 内部的 workload 缓存</td><td>JIT specialization、<code>triton.autotune</code> 或业务 dispatch</td><td>按实现需要</td></tr></tbody></table></figure></figure><h4 id="bian-yi-jie-guo-huan-cun">编译结果缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#bian-yi-jie-guo-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>Triton 会根据 kernel 源码及其依赖、参数签名和 specialization、<code>tl.constexpr</code> 参数、编译选项以及 GPU target 等信息定位编译结果。<code>BLOCK_SIZE</code>、<code>num_warps</code> 和 <code>num_stages</code> 等调度参数发生变化时，通常会产生不同的编译 variant。进程内命中时可以直接复用已经加载的 <code>CompiledKernel</code>，磁盘缓存命中时则可以避免重新执行完整编译流程。</p><p>不过，不能把 Tensor shape 直接等同于 Triton 的编译 key。Triton kernel 无法从 pointer 参数本身取得完整 shape；<code>M/N</code> 等尺寸通常需要作为独立参数传入。某个尺寸是否产生新 variant，取决于它是否是 <code>tl.constexpr</code>、是否触发运行时 specialization，以及是否改变了编译选项。仅用于计算 grid 或边界 mask 的普通运行时尺寸可以由同一个编译结果处理。</p><p>因此，prefill 的 <code>M=128</code> 和 decode 的 <code>M=1</code> 不一定对应两个 Triton 编译结果。如果 <code>M</code> 只决定 launch grid，而 <code>N</code>、dtype 和 schedule 相同，两者可以复用同一个 variant；如果 <code>M</code> 是编译期常量或导致 autotune 选择不同配置，则会形成不同的 specialization 或调度结果。</p><h4 id="jitfunction-tong-chang-bu-xu-yao-wai-bu-huan-cun"><code>JITFunction</code> 通常不需要外部缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#jitfunction-tong-chang-bu-xu-yao-wai-bu-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>典型 Triton kernel 会定义在模块级：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">triton</span><span style="color: #301414">.</span><span style="color: #301414">jit</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">rms_norm_kernel</span>(
    x,
    weight,
    y,
    M,
    N: tl.constexpr,
    eps: tl.constexpr,
    BLOCK_SIZE: tl.constexpr,
):
    <span style="color: #d73948">...</span></code></pre></div><p>模块导入时，<code>@triton.jit</code> 创建一个长期存在的 <code>JITFunction</code>。不同 dtype、specialization 和 schedule 对应的编译结果由这个对象在内部管理，因此通常不需要再建立：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">(M, N, eps, dtype) -> JITFunction</code></pre></div><p>只有在应用主动使用 kernel factory，并为每个 workload 动态创建新的 <code>@triton.jit</code> 闭包时，类似第二层的 <code>lru_cache</code> 才可能用于避免重复构造 Python 和 JIT 对象。模块级 kernel 通常更直接，也更符合 Triton 的使用方式。</p><h4 id="autotune-huan-cun-yu-bian-yi-huan-cun">autotune 缓存与编译缓存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#autotune-huan-cun-yu-bian-yi-huan-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>当一个 workload 有多个候选 schedule 时，<code>triton.autotune</code> 会根据 <code>key</code> 指定的参数缓存最佳 <code>triton.Config</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">triton</span><span style="color: #301414">.</span><span style="color: #301414">autotune</span><span style="color: #301414">(</span>
<span style="color: #301414">    </span><span style="color: #301414">configs</span><span style="color: #d73948">=</span><span style="color: #301414">[</span><span style="color: #d73948">...</span><span style="color: #301414">]</span><span style="color: #301414">,</span>
<span style="color: #301414">    </span><span style="color: #301414">key</span><span style="color: #d73948">=</span><span style="color: #301414">[</span><span style="color: #198810">"</span><span style="color: #198810">M</span><span style="color: #198810">"</span><span style="color: #301414">,</span><span style="color: #301414"> </span><span style="color: #198810">"</span><span style="color: #198810">N</span><span style="color: #198810">"</span><span style="color: #301414">]</span><span style="color: #301414">,</span>
<span style="color: #301414">)</span>
<span style="color: #301414">@</span><span style="color: #301414">triton</span><span style="color: #301414">.</span><span style="color: #301414">jit</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">rms_norm_kernel</span>(
    x,
    weight,
    y,
    M,
    N: tl.constexpr,
    BLOCK_SIZE: tl.constexpr,
):
    <span style="color: #d73948">...</span></code></pre></div><p>这与编译结果缓存是两个不同层次：autotune 缓存回答“这个 workload 应选择哪个 config”，编译缓存回答“这个 specialization 和 config 是否已经生成设备代码”。当前 Triton API 中，<code>cache_results=False</code> 是默认值；只有显式设置 <code>cache_results=True</code>，autotune timings 才会持久化到磁盘。</p><p>业务层仍然可以维护 <code>M -> config</code> 或 <code>M -> wrapper</code> 的缓存，但这属于自定义 dispatch，不是调用 Triton kernel 的必要条件。运行时 Tensor pointer 和 Tensor 内容同样不应该作为这些缓存的 key。</p><h3 id="triton-ke-yi-bei-torch.compile-zhi-jie-bu-huo"><span class="heading-num">3.2</span>Triton 可以被 <code>torch.compile</code> 直接捕获<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#triton-ke-yi-bei-torch.compile-zhi-jie-bu-huo" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>两个编译域的区分仍然成立：<code>torch.compile</code> 处理 PyTorch tensor graph，Triton 编译单个 GPU kernel。与 TileLang 不同的是，PyTorch 从 2.3 起原生支持在编译函数中调用用户定义的 Triton kernel，包括多数 <code>fullgraph=True</code>、dynamic shape、JITInductor 和 AOTInductor 场景。</p><p>下面是省略 grid 计算和完整参数列表后的调用结构：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">torch</span><span style="color: #301414">.</span><span style="color: #301414">compile</span><span style="color: #301414">(</span><span style="color: #301414">fullgraph</span><span style="color: #d73948">=</span><span style="color: #d73948">True</span><span style="color: #301414">)</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">rms_norm</span>(x, weight):
    y <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">empty_like</span>(x)
    rms_norm_kernel[grid](x, weight, y, <span style="color: #d73948">...</span>)
    <span style="color: #d73948">return</span> y</code></pre></div><p>Dynamo 能识别 <code>kernel[grid](...)</code> 形式的 Triton 调用，因此不需要仅为了隐藏 Triton JIT 和 CUDA launch 而添加 <code>custom_op</code>。这不意味着 Dynamo 可以自由追踪任意 Python 行为：如果调用前仍包含字典修改、动态对象构造、文件访问或不受支持的配置选择，这些行为依然可能产生 graph break。</p><h3 id="san-zhong-pytorch-ji-cheng-fang-shi"><span class="heading-num">3.3</span>三种 PyTorch 集成方式<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#san-zhong-pytorch-ji-cheng-fang-shi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>当前用户 Triton kernel 可以按所需的组合能力选择三种集成方式：</p><figure class="figure"><figure><table><thead><tr><th>集成方式</th><th><code>torch.compile</code> 是否进入实现</th><th>适用场景</th></tr></thead><tbody><tr><td>直接调用 <code>kernel[grid](...)</code></td><td>是</td><td>只需要在编译模型中调用 Triton kernel</td></tr><tr><td><code>torch.library.triton_op</code> + <code>torch.library.wrap_triton</code></td><td>是</td><td>需要 autograd、CPU fallback、Tensor subclass 或其他 PyTorch 子系统</td></tr><tr><td><code>torch.library.custom_op</code></td><td>否</td><td>必须隐藏任意 Python 状态、第三方 JIT 或其他不可追踪逻辑</td></tr></tbody></table></figure></figure><p>PyTorch 2.6 引入的 <code>torch.library.triton_op</code> 是面向 Triton 的结构化 custom operator。它和 <code>custom_op</code> 一样可以通过 <code>torch.library</code> 注册与其他 PyTorch 子系统的交互，但 <code>torch.compile</code> 会继续进入其实现并捕获由 <code>wrap_triton</code> 包装的 kernel 调用，从而保留图级优化机会。</p><p><code>torch.library.custom_op</code> 则会建立真正的不透明边界。它仍然可以包装 Triton，但 Dynamo 只记录一个原子算子节点，不会分析内部实现。这适合保留复杂 Python registry、可变 workload cache 或其他无法被捕获的状态，但需要额外提供 fake implementation 和 autograd 等注册，而且编译器无法跨越该节点观察和优化内部计算。</p><p>因此，TileLang 示例中的 registry 和 <code>instance_key</code> 方案对 Triton 仍然可用，但只应在确实需要隐藏实例状态时采用。无状态的模块级 Triton kernel 通常可以直接调用；需要完整 PyTorch 算子语义时，优先使用 <code>triton_op</code> 和 <code>wrap_triton</code>；只有无法消除不可追踪 Python 行为时，才需要退回不透明的 <code>custom_op</code> 边界。</p><h3 id="can-kao-zi-liao"><span class="heading-num">3.4</span>参考资料<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/tilelang-production-ready-ops/#can-kao-zi-liao" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><ul><li><a href="https://docs.pytorch.org/tutorials/recipes/torch_compile_user_defined_triton_kernel_tutorial.html">Using User-Defined Triton Kernels with <code>torch.compile</code></a></li><li><a href="https://triton-lang.org/main/python-api/generated/triton.jit.html">Triton <code>jit</code> API</a></li><li><a href="https://triton-lang.org/main/python-api/generated/triton.autotune.html">Triton <code>autotune</code> API</a></li><li><a href="https://raw.githubusercontent.com/triton-lang/triton/main/python/triton/runtime/jit.py">Triton JIT runtime source</a></li><li><a href="https://raw.githubusercontent.com/triton-lang/triton/main/python/triton/compiler/compiler.py">Triton compiler cache source</a></li></ul></div></div></article></main></div></div>]]></content:encoded></item><item><title>ML Compilers Overview</title><link>https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/</link><description><![CDATA[从 IR 分层到 torch.compile、torch.export 与 lazy execution：梳理 ML compiler 的整体结构与 PyTorch 的几条编译路线。]]></description><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/</guid><pubDate>Tue, 11 Aug 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="ml-compiler-overview"><span class="heading-num">01</span>ML Compiler Overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#ml-compiler-overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>ML Compiler 位于深度学习框架和底层硬件之间，作用是把 TensorFlow、PyTorch、JAX 等框架描述的高层张量计算转换成能在 CPU/GPU/TPU 等硬件上高效执行的程序。</p><p>它的典型架构是 Frontend → IR → Optimization → Backend:</p><ul><li>Frontend 接收框架已经构造或捕获出来的计算图/算子程序（例如 tf.function 得到的 TF Graph、PyTorch Dynamo 得到的 FX Graph），转换成统一的中间表示 IR</li><li>中间层进行算子融合、常量折叠、布局变换、内存规划、并行化等与机器学习计算相关的优化</li><li>Backend 再根据目标硬件进行 lowering、调度和代码生成</li></ul><p>因而 ML compiler 输入通常是带有 tensor shape、dtype、算子及数据依赖关系的计算图或 IR，输出则是面向特定设备的低层 IR、kernel 或可执行程序。</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">需要特别区分的是：graph capture 不一定属于 compiler 本身——例如 TensorFlow 由 tf.function tracing 捕获图，PyTorch 由 TorchDynamo 捕获图，然后 ML compiler 才接手，对这个图做优化并最终生成高效机器码。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h2 id="ir-pipeline"><span class="heading-num">02</span>IR Pipeline<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#ir-pipeline" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>下面这套 IR 划分描述的是一个典型 ML Compiler 从<strong>高层模型计算</strong>逐渐 lowering 到<strong>硬件可执行 kernel</strong> 的过程。不同编译器实际使用的 IR 名称和数据结构可能不同，但抽象层次通常可以归纳为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: 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class="callout-body">每向下一层，都会逐渐减少框架语义，增加执行、调度和硬件相关的信息</div></aside><p>下面各层的 <strong>Example</strong> 来自同一次 Emmy <code>compile --ir</code> 运行。输入程序为 <code>SiluAndMul(x)</code>：沿最后一维将 <code>float32[1, 32, 4096]</code> 的 <code>x</code> 分成两半，对前半部分计算 SiLU，再与后半部分逐元素相乘。导出环境为 PyTorch <code>2.13.0</code>、Emmy <code>c6755ee</code>，目标 GPU 为 A6000</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">class</span> <span style="color: #4b69c6">SiluAndMul</span>(<span style="color: #8b41b1">nn</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">Module</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x):
        left, right <span style="color: #d73948">=</span> x.<span style="color: #4b69c6">chunk</span>(<span style="color: #b60157">2</span>, dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>)
        <span style="color: #d73948">return</span> F.<span style="color: #4b69c6">silu</span>(left) <span style="color: #d73948">*</span> right</code></pre></div><h3 id="framework-ir"><span class="heading-num">2.1</span>Framework IR<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#framework-ir" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>Framework IR 表达模型中的高层算子以及算子之间的数据依赖关系</strong></p><p>这一层关注的是“<strong>要计算什么</strong>”，通常仍然保留深度学习框架中的高层 tensor operator，例如 matrix multiplication、convolution、attention、softmax 等，而不会描述这些算子内部如何实现</p><p><strong>Example</strong></p><p>Emmy 的 Torch IR 仍接近捕获到的 PyTorch operator：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">inputs:
  x: (1, 32, 4096) f32

chunk_0 = slice(x, dim=2, start=0)     -> (1, 32, 2048) f32
chunk_1 = slice(x, dim=2, start=2048)  -> (1, 32, 2048) f32
silu    = silu(chunk_0)                -> (1, 32, 2048) f32
mul     = multiply(silu, chunk_1)      -> (1, 32, 2048) f32

outputs:
  mul: (1, 32, 2048) f32</code></pre></div><p><code>chunk(2, -1)</code> 已被静态解析为两个 <code>slice</code>，但 <code>silu</code> 和 <code>multiply</code> 仍是高层 tensor operator。这一层描述两个 slice、SiLU 和 multiply 的数据依赖，尚未决定 slice 是否复制数据，也没有显式 loop 或 hardware mapping。</p><h3 id="tensor-ir"><span class="heading-num">2.2</span>Tensor IR<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#tensor-ir" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>Tensor IR 将高层算子分解成更基础、统一的张量计算语义。</strong> 对大量规则的 dense tensor computation，可以把其核心抽象归纳为三类：</p><ol><li value="1"><strong>Elementwise</strong>：描述每个输出位置执行的标量计算，例如 <code>add</code>、<code>mul</code>、<code>exp</code></li><li value="2"><strong>Reduction</strong>：描述沿某个维度进行聚合，例如 <code>sum</code>、<code>max</code></li><li value="3"><strong>IndexMap</strong>：使用坐标映射统一表示 broadcast、reshape、transpose、slice 等布局和索引变换</li></ol><p><strong>Example</strong></p><p>同一个 SiluAndMul 在 Emmy Tensor IR 中被表示为 IndexMap 与 Elementwise primitive：</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">本例只有 IndexMap 和 Elementwise semantics，没有 Reduction</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">chunk_0      <span style="color: #d73948">=</span> x[i, j, k]
chunk_1      <span style="color: #d73948">=</span> x[i, j, k <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>]
silu_neg     <span style="color: #d73948">=</span> <span style="color: #4b69c6">negative</span>(chunk_0)
silu_exp     <span style="color: #d73948">=</span> <span style="color: #4b69c6">exp</span>(silu_neg)
silu_denom   <span style="color: #d73948">=</span> <span style="color: #4b69c6">add</span>(<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>, silu_exp)
silu_sigmoid <span style="color: #d73948">=</span> <span style="color: #4b69c6">reciprocal</span>(silu_denom)
silu         <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(chunk_0, silu_sigmoid)
mul          <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(silu, chunk_1)</code></pre></div><ul><li>两个 <code>slice</code> 已经变成直接作用于原输入的坐标映射，因此 graph 中没有 chunk copy</li><li>高层 <code>silu</code> 则被 decomposition 为 <code>negative</code>、<code>exp</code>、<code>add</code>、<code>reciprocal</code> 和 <code>multiply</code></li><li>不同框架中的高层 operator 正是通过这种 canonicalization 被统一到少数基础 tensor semantics，供后续 Loop IR 使用。</li></ul><p>下图把这两件事画在一起：<code>x</code> 的两半没有被复制，而是由两个 IndexMap 直接按坐标读取；虚线框内是 <code>silu</code> decomposition 后的 elementwise 链。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 50.577777778em; height: 15.791644444em; display: block" viewBox="0 0 569 177.656" width="569pt" height="177.656pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#e1ecef" fill-rule="nonzero" stroke="#ffffff" 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0.072 0.448 0.1 0.9q 0.028 0.452 0.044 0.876h -2.656v 0.592h 6.24v -0.592h -2.984q -0.008 -0.432 -0.044 -0.88q -0.036 -0.448 -0.1 -0.896h 3.584v -0.584h -2.896v -2.752Z "/></symbol><symbol id="g62A6F76A56042514FAB0BC70D67938AC" overflow="visible"><path d="M 0 0m 2.44 3.04q 0 -1.168 -0.436 -2.12q -0.436 -0.952 -1.156 -1.688l -0.48 0.248q 0.688 0.712 1.088 1.604q 0.4 0.892 0.4 1.956q 0 1.072 -0.4 1.96q -0.4 0.888 -1.088 1.6l 0.48 0.248q 0.72 -0.728 1.156 -1.684q 0.436 -0.956 0.436 -2.124Z "/></symbol></defs></svg></div><h3 id="loop-ir"><span class="heading-num">2.3</span>Loop IR<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#loop-ir" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>Loop IR 将 Tensor IR 中的张量计算显式展开成 iteration、indexing、load/store 和 reduction。</strong></p><p>Tensor IR 中的 primitive 会先被 lifting 为 loop nest，再在合法的情况下进行 loop fusion，将相邻计算合并为尽可能少的 kernel loop nests。</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">这一层开始从“Tensor 之间做什么计算”转向“这个计算如何通过循环执行”</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p><strong>Example</strong></p><p>Emmy 将前面的 IndexMap 和 Elementwise nodes lifting 并 fusion 为一个 pointwise loop nest：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">for</span> a0 <span style="color: #d73948">in</span> <span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">.</span><span style="color: #b60157">32</span>:
    <span style="color: #d73948">for</span> a1 <span style="color: #d73948">in</span> <span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">.</span><span style="color: #b60157">2048</span>:
        left <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1]
        neg <span style="color: #d73948">=</span> <span style="color: #4b69c6">negative</span>(left)
        exp_neg <span style="color: #d73948">=</span> <span style="color: #4b69c6">exp</span>(neg)
        sigmoid <span style="color: #d73948">=</span> <span style="color: #4b69c6">reciprocal</span>(<span style="color: #4b69c6">add</span>(<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>, exp_neg))
        silu <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(left, sigmoid)
        right <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>]
        output <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(right, silu)
        store mul[<span style="color: #b60157">0</span>, a0, a1] <span style="color: #d73948">=</span> output</code></pre></div><p><code>a0</code> 和 <code>a1</code> 都是 free / parallel axes。两个 chunk load、SiLU decomposition 和最终 multiply 已进入同一次 loop iteration，没有 intermediate tensor store。</p><p>以某一个 <code>(a0, a1)</code> 为例，一次 iteration 从 <code>x</code> 的同一行读取前后两半中对应的两个元素，在 loop body 中完成全部计算，再写出一个输出元素：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 49.386666667em; height: 6.6391621em; display: block" viewBox="0 0 555.6 74.690573624" width="555.6pt" height="74.690573624pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#e1ecef" fill-rule="nonzero" stroke="#ffffff" stroke-width="0.5" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(15.6 15.754573624)" d="M 0 0v 8h 8v -8h -8Z "/><path 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href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#tile-ir" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>Tile IR 在 Loop IR 的基础上加入 schedule 信息，描述循环如何被切分、重排、映射到并行计算资源，以及数据如何在内存层级之间 staging。</strong></p><p>在 ML Compiler 中，<strong>schedule</strong> 指的是：</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">在不改变计算结果的前提下，决定一个 computation 应该以什么执行策略运行。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>典型的 scheduling 决策包括：</p><ol><li value="1"><strong>Tiling</strong>：把大的 iteration space 划分成较小的 tile</li><li value="2"><strong>Reordering</strong>：调整 loop 的执行顺序</li><li value="3"><strong>Parallelization</strong>：将计算轴抽象地绑定到 THREAD、BLOCK 等并行维度</li><li value="4"><strong>Memory staging</strong>：决定哪些数据需要经过 shared memory 等片上存储</li><li value="5"><strong>Hardware-aware scheduling</strong>：根据目标硬件加入规约、同步和流水线等调度决策</li></ol><p><strong>Example</strong></p><p>本次默认 pointwise schedule 选择 4 路展开。下面保留第一个和最后一个 unrolled lane：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">in1__u0 <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">0</span>]
in2__u0 <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">0</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>]
v0__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">negative</span>(in1__u0)
v1__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">exp</span>(v0__u0)
v2__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">add</span>(<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>, v1__u0)
v3__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">reciprocal</span>(v2__u0)
v5__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(in2__u0, <span style="color: #4b69c6">multiply</span>(in1__u0, v3__u0))

<span style="color: #74747c">#</span><span style="color: #74747c"> __u1 和 __u2 执行相同计算</span>

in1__u3 <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">3</span>]
in2__u3 <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">3</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>]
v0__u3 <span style="color: #d73948">=</span> <span style="color: #4b69c6">negative</span>(in1__u3)
v1__u3 <span style="color: #d73948">=</span> <span style="color: #4b69c6">exp</span>(v0__u3)
v2__u3 <span style="color: #d73948">=</span> <span style="color: #4b69c6">add</span>(<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>, v1__u3)
v3__u3 <span style="color: #d73948">=</span> <span style="color: #4b69c6">reciprocal</span>(v2__u3)
v5__u3 <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(in2__u3, <span style="color: #4b69c6">multiply</span>(in1__u3, v3__u3))

store mul[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">0</span>] <span style="color: #d73948">=</span> v5__u0
store mul[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> v5__u1
store mul[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2</span>] <span style="color: #d73948">=</span> v5__u2
store mul[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">3</span>] <span style="color: #d73948">=</span> v5__u3</code></pre></div><p>一个逻辑 worker 现在处理 <code>a1 * 4 + {0, 1, 2, 3}</code> 四个连续位置。<code>__u0</code> 到 <code>__u3</code> 是四个彼此独立的 unrolled lane；前后两个 chunk 的 load 使用相同展开因子，为后续 vector store 准备连续结果。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 44.8em; height: 13.456355556em; display: block" viewBox="0 0 504 151.384" width="504pt" height="151.384pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#e1ecef" fill-rule="nonzero" stroke="#ffffff" stroke-width="0.5" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 12.936)" d="M 0 0m 0 0v 12h 10.5v 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data-pagefind-ignore>#</a></h3><p><strong>Kernel IR 将 Tile IR 中的抽象调度决策物化为具体的硬件 primitive。</strong> 这一层已经面向目标硬件的执行模型，但仍然是一种结构化 IR，而不是最终的 CUDA、Triton 或 C++ 源代码。</p><p>经过 Tile IR lowering 之后，Kernel IR 通常已经明确：</p><ol><li value="1">kernel 的输入、输出和边界</li><li value="2">block、thread 等具体 launch geometry</li><li value="3">global、shared、local 等内存空间</li><li value="4">indexing、load、store 和异步拷贝方式</li><li value="5">barrier、同步和跨线程规约操作</li><li value="6">目标相关的并行工作分解</li></ol><p><strong>Example</strong></p><p>Emmy Kernel IR 将 4 路展开落实为 worker tile、具体 <code>f32</code> scalar 和 vector store。下面只展开第一个 lane：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">Tile[a0, a1] (N<span style="color: #d73948">=</span><span style="color: #b60157">16384</span>)
    in1__u0 <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">0</span>]
    f32 v0__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">negative</span>(in1__u0)
    f32 v1__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">exp</span>(v0__u0)
    f32 v2__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">add</span>(<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>, v1__u0)
    f32 v3__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">reciprocal</span>(v2__u0)
    f32 v4__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(in1__u0, v3__u0)
    in2__u0 <span style="color: #d73948">=</span> load x[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">0</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>]
    f32 v5__u0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">multiply</span>(in2__u0, v4__u0)

    <span style="color: #74747c">#</span><span style="color: #74747c"> __u1、__u2、__u3 采用相同结构</span>
    mul[<span style="color: #b60157">0</span>, a0, a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span>] <span style="color: #d73948">=</span> (v5__u0, v5__u1, v5__u2, v5__u3)</code></pre></div><p><code>N=16384</code> 对应 <code>32 × 512</code> 个逻辑 worker，每个 worker 处理四个连续元素，因此覆盖 <code>32 × 2048</code> 个输出。四个结果被组合为一次 vector store。该 kernel 没有跨 worker dependency，所以不需要 reduction、shared memory、barrier 或 synchronization。</p><p>Kernel IR 可以理解为已经形成 kernel boundary，并将 schedule 落实为 target-oriented worker、dtype、memory operation 和 synchronization primitive，但尚未渲染成目标语言源码。</p><p>不同 compiler 的分层边界并不完全相同：Emmy 在这一层使用 <code>Tile[a0, a1]</code> 表达 worker grid，具体 <code>blockIdx.x</code>、<code>threadIdx.x</code> 和 block size 在 CUDA rendering 时才完全物化。</p><h3 id="target-code"><span class="heading-num">2.6</span>Target Code<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#target-code" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>Target Code 将 Kernel IR 渲染为目标 backend 可以继续编译的源代码。</strong> 它已经使用目标语言的 thread index、pointer arithmetic、intrinsic 和 vector type，但通常还不是 GPU 直接执行的 machine code。</p><p><strong>Example</strong></p><p>Emmy 将上述 Kernel IR 渲染为 CUDA C++。下面保留 thread mapping、四个 unrolled lanes 和最终 vector store：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">extern</span> <span style="color: #198810">"</span><span style="color: #198810">C</span><span style="color: #198810">"</span> __global__
<span style="color: #4b69c6">__launch_bounds__</span>(<span style="color: #b60157">256</span>)
<span style="color: #d73948">void</span> <span style="color: #4b69c6">k_slice_pointwise_dcfb6d</span>(
    <span style="color: #d73948">const</span> <span style="color: #d73948">float</span> <span style="color: #d73948">*</span> x,
    <span style="color: #d73948">const</span> <span style="color: #d73948">float</span> <span style="color: #d73948">*</span> silu_one,
    <span style="color: #d73948">float</span> <span style="color: #d73948">*</span> mul
) {
    <span style="color: #d73948">int</span> gid <span style="color: #d73948">=</span> blockIdx.x <span style="color: #d73948">*</span> blockDim.x <span style="color: #d73948">+</span> threadIdx.x;
    <span style="color: #d73948">int</span> a0 <span style="color: #d73948">=</span> gid <span style="color: #d73948">/</span> <span style="color: #b60157">512</span>;
    <span style="color: #d73948">int</span> a1 <span style="color: #d73948">=</span> gid <span style="color: #d73948">%</span> <span style="color: #b60157">512</span>;

    <span style="color: #d73948">float</span> left_u0 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span>];
    <span style="color: #d73948">float</span> right_u0 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>];
    <span style="color: #d73948">float</span> out_u0 <span style="color: #d73948">=</span> right_u0 <span style="color: #d73948">*</span> (
        left_u0 <span style="color: #d73948">*</span> (<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">/</span> (silu_one[<span style="color: #b60157">0</span>] <span style="color: #d73948">+</span> <span style="color: #4b69c6">expf</span>(<span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">-</span> left_u0)))
    );

    <span style="color: #d73948">float</span> left_u1 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>];
    <span style="color: #d73948">float</span> right_u1 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">1</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>];
    <span style="color: #d73948">float</span> out_u1 <span style="color: #d73948">=</span> right_u1 <span style="color: #d73948">*</span> (
        left_u1 <span style="color: #d73948">*</span> (<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">/</span> (silu_one[<span style="color: #b60157">0</span>] <span style="color: #d73948">+</span> <span style="color: #4b69c6">expf</span>(<span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">-</span> left_u1)))
    );

    <span style="color: #d73948">float</span> left_u2 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2</span>];
    <span style="color: #d73948">float</span> right_u2 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>];
    <span style="color: #d73948">float</span> out_u2 <span style="color: #d73948">=</span> right_u2 <span style="color: #d73948">*</span> (
        left_u2 <span style="color: #d73948">*</span> (<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">/</span> (silu_one[<span style="color: #b60157">0</span>] <span style="color: #d73948">+</span> <span style="color: #4b69c6">expf</span>(<span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">-</span> left_u2)))
    );

    <span style="color: #d73948">float</span> left_u3 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">3</span>];
    <span style="color: #d73948">float</span> right_u3 <span style="color: #d73948">=</span> x[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">4096</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span> <span style="color: #d73948">+</span> <span style="color: #b60157">3</span> <span style="color: #d73948">+</span> <span style="color: #b60157">2048</span>];
    <span style="color: #d73948">float</span> out_u3 <span style="color: #d73948">=</span> right_u3 <span style="color: #d73948">*</span> (
        left_u3 <span style="color: #d73948">*</span> (<span style="color: #b60157">1</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">/</span> (silu_one[<span style="color: #b60157">0</span>] <span style="color: #d73948">+</span> <span style="color: #4b69c6">expf</span>(<span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">f</span> <span style="color: #d73948">-</span> left_u3)))
    );

    float4 output <span style="color: #d73948">=</span> <span style="color: #4b69c6">make_float4</span>(out_u0, out_u1, out_u2, out_u3);
    <span style="color: #d73948">*</span><span style="color: #d73948">reinterpret_cast</span>&lt;float4 <span style="color: #d73948">*</span>>(<span style="color: #d73948">&amp;</span>mul[a0 <span style="color: #d73948">*</span> <span style="color: #b60157">2048</span> <span style="color: #d73948">+</span> a1 <span style="color: #d73948">*</span> <span style="color: #b60157">4</span>]) <span style="color: #d73948">=</span> output;
}</code></pre></div><p><code>Tile[a0, a1]</code> 被映射为一维 <code>gid</code>，再通过 <code>/ 512</code> 和 <code>% 512</code> 恢复两个 worker axes。<code>16384</code> 个 worker 按 <code>256</code> threads/block 启动时需要 <code>64</code> 个 block。输入仍是 scalar load，明确的 vectorization 出现在最终 <code>float4</code> store。此次导出停在 CUDA source；还需经过 <code>nvcc</code> 等工具链才能得到 PTX、cubin 或其他 machine-code artifact。</p><p>以 <code>blockIdx.x = 5</code>、<code>threadIdx.x = 37</code> 这个线程为例，它从 <code>gid</code> 还原出 <code>(a0, a1)</code>，最终写出输出第 2 行的 4 个连续元素：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 47.751111111em; height: 14.698666667em; display: block" viewBox="0 0 537.2 165.36" width="537.2pt" height="165.36pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="#e1ecef" fill-rule="nonzero" stroke="#ffffff" stroke-width="0.5" stroke-linecap="butt" 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IR</li><li>中间层进行算子融合、常量折叠、布局变换、内存规划、并行化等与机器学习计算相关的优化</li><li>Backend 再根据目标硬件进行 lowering、调度和代码生成</li></ul><h2 id="pytorch-eager-mode"><span class="heading-num">03</span>PyTorch Eager Mode<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#pytorch-eager-mode" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Eager mode 下不存在 “Python → IR → Backend Code” 这个编译过程</p><p>Python 每执行一个 PyTorch op，就通过 Dispatcher 找到已经实现好的 CUDA kernel，然后直接 launch</p><p>整体流程如下:</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 30.488888889em; height: 43.025777778em; display: block" viewBox="0 0 343 484.04" width="343pt" height="484.04pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(112)" d="M 0 0m 0 0h 128v 22.98h -128v -22.98Z "/><g transform="translate(112 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class="heading-num">4.1</span>Overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">我们只考虑 inference, 不考虑 backward/training</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><aside class="callout callout-info"><div class="callout-head"><span>Frontend and Backend in ML Compilers</span><span>/02</span></div><div 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"/></symbol></defs></svg></div><p>总的来说可以分为四层</p><table><thead><tr><th>阶段</th><th>组件</th><th>核心职责</th></tr></thead><tbody><tr><td><strong>Capture</strong></td><td><strong>TorchDynamo</strong></td><td>Python bytecode → FX Graph，guards / graph break</td></tr><tr><td><strong>Normalize</strong></td><td><strong>AOTDispatcher / AOTAutograd</strong></td><td>functionalization、decomposition，得到规范化 ATen Graph</td></tr><tr><td><strong>Optimize + Lower</strong></td><td><strong>TorchInductor</strong></td><td>graph optimization → loop IR → fusion / scheduling</td></tr><tr><td><strong>Codegen + Execute</strong></td><td><strong>Inductor + Triton/CuTeDSL/C++</strong></td><td>生成 kernel、编译、缓存、执行</td></tr></tbody></table><h3 id="workflow"><span class="heading-num">4.2</span>Workflow<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#workflow" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">下面只概括每个阶段做什么。用 <code>((a + b) * c.relu()).sum(dim=-1)</code> 逐阶段查看各层产物，以及 TorchInductor IR 的细节（TensorBox / StorageBox / Pointwise / Reduction / realize / Scheduler），见 <a href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/torch-compile-walkthrough/">torch.compile Walkthrough</a>。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h4 id="1-graph-capture-torchdynamo">1 Graph Capture：TorchDynamo<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#1-graph-capture-torchdynamo" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">对应从 <strong>Framework Program</strong> 到 <strong>Framework IR</strong> 的 graph capture。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>Dynamo 会 hook CPython 的 frame evaluation，解释 Python bytecode，把其中能编译的 Tensor 操作提取成 <code>torch.fx.GraphModule</code></p><p>相关的操作有:</p><ul><li>Python bytecode tracing</li><li>捕获 PyTorch Tensor 操作</li><li>建立 FX Graph</li><li>处理 Python control flow</li><li>Shape / dtype / stride 等 symbolic 信息</li><li>建立 guards</li><li>遇到不能 capture 的代码时产生 graph break</li></ul><p>Dynamo 通过 PEP 523 接管 frame evaluation。每个 code object 带有一个 cache，每个 cache entry 都有一组 guard；调用时先检查 guard，命中就直接执行编译结果，未命中才重新 trace 和编译：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 40.248888889em; height: 17.614933333em; display: block" viewBox="0 0 452.8 198.168" width="452.8pt" height="198.168pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(36)" d="M 0 0m 0 0h 60v 13.92h -60v -13.92Z "/><g transform="translate(36 0)"><g><path fill="#222a2d" fill-rule="nonzero" d="M 0 0m 0 6.408c 0 -3.539040677 2.868959323 -6.408 6.408 -6.408h 47.184c 3.539040677 0 6.408 2.868959323 6.408 6.408c 0 3.539040677 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href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#2-graph-normalize-aotautograd" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">对应从 <strong>Framework IR</strong> 到 <strong>Tensor IR</strong> 的 decomposition 与 canonicalization。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>这一阶段主要负责对 Dynamo 捕获的高层 PyTorch graph 进行 functionalization、decomposition 以及 alias/mutation 规范化，生成适合后续后端优化与 lowering 的 ATen FX Graph</p><div 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backend 更容易处理的 ATen op</li></ul></li><li>规范化 graph</li><li>根据 inference/training 情况 dispatch 给后端 compiler</li></ul><h4 id="3-graph-optimization-torchinductor-graph-passes">3 Graph Optimization：TorchInductor Graph Passes<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#3-graph-optimization-torchinductor-graph-passes" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">对应 <strong>Tensor IR</strong> 层的 graph-level optimization。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>Inductor 会先做一系列 FX-level optimization/pass，比如:</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 16.088888889em; height: 10.666666667em; display: block" viewBox="0 0 181 120" width="181pt" height="120pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 181v 22.98h -181v -22.98Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 181v 20.98h -181Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 182.5v 21.48h -182.5l 2.5 -0.5h 179.5v -20.48Z "/><path fill="#286379" fill-rule="nonzero" d="M 0 0m 1.25 20.73l -2.5 0.5v -21.48l 2.5 0.5Z "/><g transform="matrix(1 0 0 -1 10 13.98)"><use xlink:href="#gF399D04456F8A6946386C0FF03570574" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use 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height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">对应 <strong>Tensor IR → Loop IR → Tile IR</strong> 的 lowering、fusion 与 scheduling。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>Inductor 会从 FX / ATen graph lower 到自己的 loop-level IR</p><p>随后 scheduler 会决定：</p><ul><li>哪些 op 可以 fuse</li><li>kernel 边界</li><li>execution order</li><li>buffer dependencies</li><li>memory reuse / planning</li><li>tile / scheduling strategy</li></ul><aside class="callout callout-note"><div class="callout-head"><span>NOTE</span><span>/01</span></div><div class="callout-body">这一层往往是 <code>torch.compile</code> 性能收益非常重要的一部分</div></aside><h4 id="5-backend-codegen">5 Backend Codegen<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#5-backend-codegen" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">对应 <strong>Tile IR → Kernel IR → Target Code</strong> 的硬件 primitive 物化与代码生成。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h5 id="pytorch-2.13-cutedsl-native-dsl-backend">PyTorch 2.13：CuTeDSL Native DSL Backend<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#pytorch-2.13-cutedsl-native-dsl-backend" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>PyTorch 2.13 的一个重点是继续扩展 TorchInductor 的 GPU backend。对于 NVIDIA GPU，如果暂时忽略 external kernel，过去常将 Inductor 的主要 codegen path 简化为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 13.333333333em; height: 1.875555556em; display: block" viewBox="0 0 150 21.1" width="150pt" height="21.1pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 68v 21.1h -68v -21.1Z "/><g transform="translate(0 0)"><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 68v 20.98h -68Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 69.5v 21.48h -69.5l 2.5 -0.5h 66.5v -20.48Z "/><path fill="#286379" fill-rule="nonzero" d="M 0 0m 1.25 20.73l -2.5 0.5v -21.48l 2.5 0.5Z "/><g transform="matrix(1 0 0 -1 10 13.98)"><use xlink:href="#gB100EAE7B5636D4BB946B09A8CCC482D" x="0" y="0" fill="#222a2d" 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id="g4C24D8491A3254D4FA66B525ED8A1653" overflow="visible"><path d="M 0 0m 1 0v 6.98h 1.31v -5.9h 3.09v -1.08h -4.4Z "/></symbol></defs></svg></div><p>CuTeDSL 是基于 NVIDIA CuTe（CUDA Templates）的 Python-native DSL，可以直接表达 GPU tensor layout、tiling strategy 和 memory access pattern。当前 Inductor 集成主要面向 GEMM 与 RMSNorm 等关键 operation，为这些 workload 提供 Triton 之外的另一条高性能 codegen path；它不是对所有 Inductor GPU kernel 的整体替换。</p><p>PyTorch 2.13 还将相关 kernel compilation 从 thread pool 移到 subprocess pool，以绕开 Python GIL 对并行编译的限制。官方将这项能力描述为兼顾高性能与更快 compilation 的第二条路径，但目前仍标记为 <code>API Unstable</code>，实际是否选择 CuTeDSL 取决于 operation、hardware、dtype、layout 和 backend support。</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">参考：<a href="https://pytorch.org/blog/pytorch-2-13-release-blog/">PyTorch 2.13 Release Blog：CuTeDSL “Native DSL” Backend for Inductor</a></div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>在 NVIDIA GPU 上，默认仍是 Triton codegen path，对应 pipeline 为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 24.524444444em; height: 14.360088889em; display: block" viewBox="0 0 275.9 161.551" width="275.9pt" height="161.551pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 140v 22.98h -140v -22.98Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 140v 20.98h -140Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 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transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body"><strong>Compiler 真正需要的是 Graph，不一定需要 Dynamo；是否使用 Dynamo 取决于上游选择的 graph capture frontend。</strong></div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h3 id="emmy"><span class="heading-num">5.1</span>Emmy<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#emmy" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>当前 Emmy 的默认 PyTorch frontend 为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 28.844444444em; height: 13.880888889em; display: block" viewBox="0 0 324.5 156.16" width="324.5pt" height="156.16pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 176v 22.98h -176v -22.98Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 176v 20.98h -176Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 177.5v 21.48h 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MoE 结构直接报错，而不是静默生成不等价的 graph。</li></ul><p>因此，Emmy 将问题限制为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 13.688888889em; height: 10.090666667em; display: block" viewBox="0 0 154 113.52" width="154pt" height="113.52pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 154v 23.27h -154v -23.27Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 154v 21.27h -154Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 155.5v 21.77h -155.5l 2.5 -0.5h 152.5v -20.77Z "/><path fill="#286379" fill-rule="nonzero" d="M 0 0m 1.25 21.02l -2.5 0.5v -21.77l 2.5 0.5Z "/><g transform="matrix(1 0 0 -1 10 14.27)"><use xlink:href="#g98B7369D0341F736D40DD5573FAFE4A0" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g4EBA51DF4A68B02EAF0C6D979CCF682E" x="10" y="0" fill="#222a2d" 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id="g2A46C31E85C761FC9A02EA6E9538AF44" overflow="visible"><path d="M 0 0m 0.83 0v 6.98h 4.41v -1.08h -3.1v -1.82h 2.99v -1.08h -2.99v -1.92h 3.1v -1.08h -4.41Z "/></symbol><symbol id="gBBE5EC5BD0784327DB404F6FD31F02FC" overflow="visible"><path d="M 0 0m 3.32 5.96q -0.45 0 -0.635 0.19q -0.185 0.19 -0.185 0.46v 0.24q 0 0.27 0.185 0.46q 0.185 0.19 0.635 0.19q 0.45 0 0.635 -0.19q 0.185 -0.19 0.185 -0.46v -0.24q 0 -0.27 -0.185 -0.46q -0.185 -0.19 -0.635 -0.19Z m -2.34 -4.95h 1.7v 3.14h -1.7v 1.01h 2.98v -4.15h 1.58v -1.01h -4.56v 1.01Z "/></symbol></defs></svg></div><p>它避免了自己实现通用 Python tracer，但代价是模型必须符合更严格的 frontend contract。</p><p>参考：<a href="https://github.com/cloudrift-ai/emmy/blob/main/emmy/compiler/trace/torch.py">Emmy trace frontend</a> 和 <a href="https://github.com/cloudrift-ai/emmy/blob/main/emmy/compiler/trace/huggingface.py">HuggingFace adapters</a>。</p><h3 id="tvm"><span class="heading-num">5.2</span>TVM<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#tvm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>TVM Relax 提供多条 PyTorch frontend 路径。</p><p>推荐的 <code>ExportedProgram</code> 路径为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 27.804444444em; height: 9.882666667em; display: block" viewBox="0 0 312.8 111.18" width="312.8pt" height="111.18pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 122v 22.98h -122v -22.98Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 122v 20.98h -122Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 123.5v 21.48h -123.5l 2.5 -0.5h 120.5v -20.48Z "/><path fill="#286379" fill-rule="nonzero" d="M 0 0m 1.25 20.73l -2.5 0.5v -21.48l 2.5 0.5Z "/><g transform="matrix(1 0 0 -1 10 13.98)"><use 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-6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body"><strong>Dynamo 在分析 Python 程序的同时构图；non-strict tracing 则让 Python 正常执行，并记录实际执行到的 Tensor 操作。</strong></div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h4 id="non-strict-tracing">Non-strict tracing<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#non-strict-tracing" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>例如：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">f</span>(x):
    y <span style="color: #d73948">=</span> x <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>
    y <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">relu</span>(y)
    <span style="color: #d73948">return</span> y <span style="color: #d73948">*</span> <span style="color: #b60157">2</span></code></pre></div><p>使用 <code>strict=False</code> export 时，输入会由 FakeTensor/ProxyTensor 机制跟踪：</p><ul><li><strong>FakeTensor</strong> 保存 shape、dtype、stride 和 device 等 metadata，用于推导每个操作的输出信息，但不持有真实 tensor data。</li><li><strong>ProxyTensor</strong> 拦截执行到的 Tensor 操作，并将 <code>aten.add</code>、<code>aten.relu</code> 和 <code>aten.mul</code> 等节点记录到 FX Graph。</li><li>普通 Python 控制流仍由 CPython 执行，tracer 不需要解释完整的 Python bytecode。</li></ul><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 25.151111111em; height: 18.588888889em; display: block" viewBox="0 0 282.95 209.125" width="282.95pt" height="209.125pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(79.95)" d="M 0 0m 0 0h 130v 23.27h -130v -23.27Z 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    <span style="color: #d73948">if</span> x.shape[<span style="color: #b60157">0</span>] <span style="color: #d73948">></span> <span style="color: #b60157">2</span>:
        <span style="color: #d73948">return</span> x<span style="color: #d73948">*</span><span style="color: #d73948">*</span><span style="color: #b60157">2</span>
    <span style="color: #d73948">return</span> x <span style="color: #d73948">*</span> <span style="color: #b60157">3</span></code></pre></div><p>对于某组示例输入，non-strict tracing 会由 CPython 选择实际执行的分支，然后只记录该分支中的 Tensor 操作。Dynamo 则会分析对应的 Python bytecode、symbolic shape 和分支条件，并判断需要生成哪些 guard 或 constraint，才能保证捕获结果仍然有效。</p><h4 id="dui-bi">对比<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#dui-bi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><table><thead><tr><th></th><th>Dynamo tracing (<code>strict=True</code>)</th><th>Non-strict tracing (<code>strict=False</code>)</th></tr></thead><tbody><tr><td>Python 执行方式</td><td>Dynamo 对 bytecode 进行 symbolic interpretation</td><td>CPython 正常执行函数</td></tr><tr><td>Graph 构建方式</td><td>分析程序语义并提取 Tensor graph</td><td>记录本次执行遇到的 Tensor op</td></tr><tr><td>Python 控制流</td><td>分析条件并生成 guard/constraint</td><td>执行具体路径，只记录已执行分支</td></tr><tr><td>Python 特性支持</td><td>受 Dynamo 可分析能力限制</td><td>可复用 CPython 对普通 Python 的支持</td></tr><tr><td>正确性前提</td><td>通过 guards 和 constraints 约束 graph 的适用范围</td><td>依赖被导出程序满足 non-strict tracing 的纯函数假设</td></tr></tbody></table><p>non-strict tracing 的简洁性也带来了限制：如果程序读取可变的 global state、产生 tracing 无法观察的 side effect，或者后续输入会走不同的 Python 路径，那么记录下来的 graph 可能无法完整表示原程序语义。因此，<code>strict=False</code> 更适合 Tensor 计算路径稳定、外部状态可控的程序。</p><p>参考：<a href="https://docs.pytorch.org/docs/stable/export.html">PyTorch <code>torch.export</code> 文档</a>。</p><h2 id="compilations-in-pytorch"><span class="heading-num">06</span>Compilations in PyTorch<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#compilations-in-pytorch" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><aside class="callout callout-info"><div class="callout-head"><span>QUESTION</span><span>/02</span></div><div class="callout-body"><ul><li>在 torch.compile 过程中 dynamo bug 多且性能低， PyTorch 社区有没有想过出一个自己的 model DSL 之类的东西来跳过 dynamo?</li></ul></div></aside><p>想过，而且 PyTorch 曾经沿着这条路线实现了 TorchScript。</p><h3 id="torchscript-shou-xian-yu-yan-lu-xian"><span class="heading-num">6.1</span>TorchScript：受限语言路线<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#torchscript-shou-xian-yu-yan-lu-xian" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>TorchScript 的核心思路是定义一个静态、可编译的 PyTorch/Python 子集，而不是支持任意 Python 语义。</strong></p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 18.311111111em; height: 10.049777778em; display: block" viewBox="0 0 206 113.06" width="206pt" height="113.06pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 194v 22.98h -194v -22.98Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 194v 20.98h -194Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 195.5v 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-0.612Z "/></symbol><symbol id="g633FF30AAAF1A8D7002380106141C78D" overflow="visible"><path d="M 0 0m 3.3915 1.037h -0.034q -0.2465 -0.527 -0.5865 -0.833q -0.34 -0.306 -0.8755 -0.306q -0.5525 0 -0.87125 0.3315q -0.31875 0.3315 -0.31875 0.935q 0 0.272 0.051 0.5695l 0.442 2.652h 0.663l -0.4335 -2.5925q -0.0255 -0.153 -0.034 -0.27625q -0.0085 -0.12325 -0.0085 -0.19125q 0 -0.391 0.1785 -0.61625q 0.1785 -0.22525 0.5525 -0.22525q 0.289 0 0.51425 0.1275q 0.22525 0.1275 0.41225 0.3485q 0.034 0.0425 0.10625 0.13175q 0.07225 0.08925 0.14875 0.221q 0.0765 0.13175 0.1445 0.2975q 0.068 0.16575 0.102 0.35275l 0.408 2.4225h 0.663l -0.731 -4.386h -0.663l 0.17 1.037Z "/></symbol></defs></svg></div><p>这与“为 compiler 设计一个受限 DSL”的思路非常接近。Frontend 只需要理解预先定义的语言子集，因此分析和编译更直接，但用户必须修改不兼容的 Python 代码。</p><table><thead><tr><th>路线</th><th>用户侧</th><th>Compiler 侧</th></tr></thead><tbody><tr><td>受限语言或 DSL</td><td>需要遵守静态子集，部分模型需要重写</td><td>语义边界清晰，frontend 相对简单</td></tr><tr><td>普通 Python</td><td>保留熟悉的编程体验和动态能力</td><td>必须处理动态语义、控制流、guards 和 fallback</td></tr></tbody></table><p>TorchScript 选择了前一种路线，TorchDynamo 选择了后一种路线</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">PyTorch 当前已经将 TorchScript 视为 deprecated，并将新的模型捕获与部署工作转向 <code>torch.export</code>。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><h3 id="torch.export-zhong-jian-lu-xian"><span class="heading-num">6.2</span>torch.export：中间路线<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#torch.export-zhong-jian-lu-xian" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>torch.export</code> 没有要求用户改写成一套完整 DSL，而是继续接收普通 PyTorch code，同时要求被导出的程序满足更明确的可捕获约束。</p><p>其中 <code>torch.export(..., strict=False)</code> 代表一种更接近中间路线的选择：它不尝试通过 bytecode analysis 理解所有 Python 语义，而是由 CPython 执行程序，再通过 FakeTensor/ProxyTensor 机制记录 Tensor 操作。具体 tracing 过程见上一节。</p><p>这降低了 graph capture frontend 的复杂度，但没有消除约束：程序仍需避免 tracing 无法观察的 side effect、不可控的 global state 和依赖未捕获 Python 路径的行为。对于不满足这些条件的程序，export 应当失败或要求用户修改模型，而不是依赖任意 Python fallback。</p><p>因此三种设计可以概括为：</p><table><thead><tr><th>方案</th><th>Python 支持范围</th><th>主要代价</th></tr></thead><tbody><tr><td>TorchScript</td><td>明确定义的静态子集</td><td>用户需要适配或重写代码</td></tr><tr><td>TorchDynamo</td><td>尽量支持普通 Python</td><td>bytecode analysis、guards 和 graph breaks 更复杂</td></tr><tr><td>Non-strict export</td><td>普通 Python 执行，但要求程序满足 export contract</td><td>支持范围取决于 tracing purity 和可导出约束</td></tr></tbody></table><h3 id="torch.compile-.aot_compile"><span class="heading-num">6.3</span>torch.compile().aot_compile()<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#torch.compile-.aot_compile" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong><code>torch.compile().aot_compile()</code> 将普通 <code>torch.compile</code> 在第一次调用时完成的编译提前到部署之前，并将结果保存为可序列化的 compiled callable。</strong></p><p>普通 <code>torch.compile</code> 使用 <strong>lazy compilation</strong>：</p><ul><li><code>torch.compile(model)</code> 主要创建 compiled wrapper</li><li>Dynamo tracing、Inductor lowering、backend codegen、kernel compilation 和 autotuning 在第一次实际调用时触发，后续调用复用缓存；</li><li>如果输入不满足已有 guards，则可能重新捕获或编译。</li></ul><p>PyTorch 2.13 引入的 <code>aot_compile()</code> 会在调用该 API 时完成上述工作。它接收由 <code>torch.compile(..., fullgraph=True)</code> 创建的 callable 和一组 example inputs，输出可执行并可序列化的 compiled function：</p><div class="cetz" style="text-align: 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3.1v -1.01h -4.56Z "/></symbol><symbol id="g10B738F18C0468E4CAB7ED8A44C60779" overflow="visible"><path d="M 0 0m 4.03 0.91h -0.07q -0.21 -0.47 -0.575 -0.75q -0.365 -0.28 -0.965 -0.28q -0.44 0 -0.805 0.165q -0.365 0.165 -0.625 0.5q -0.26 0.335 -0.4 0.845q -0.14 0.51 -0.14 1.19q 0 1.36 0.54 2.03q 0.54 0.67 1.43 0.67q 0.6 0 0.965 -0.28q 0.365 -0.28 0.575 -0.75h 0.07v 3.15h 1.28v -7.4h -1.28v 0.91Z m -1.07 -0.01q 0.22 0 0.415 0.055q 0.195 0.055 0.34 0.16q 0.145 0.105 0.23 0.27q 0.085 0.165 0.085 0.385v 1.62q 0 0.22 -0.085 0.385q -0.085 0.165 -0.23 0.27q -0.145 0.105 -0.34 0.16q -0.195 0.055 -0.415 0.055q -0.56 0 -0.865 -0.34q -0.305 -0.34 -0.305 -0.93v -0.82q 0 -0.59 0.305 -0.93q 0.305 -0.34 0.865 -0.34Z "/></symbol></defs></svg></div><p>最小的编译、保存与加载流程为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">compiled_fn <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">compile</span>(
    model,
    fullgraph<span style="color: #d73948">=</span><span style="color: #d73948">True</span>,
).forward.<span style="color: #4b69c6">aot_compile</span>(
    ((example_input,), {})
)

compiled_fn.<span style="color: #4b69c6">save_compiled_function</span>(<span style="color: #198810">"</span><span style="color: #198810">model.pt</span><span style="color: #198810">"</span>)</code></pre></div><p>部署进程仍然运行 Python，但加载 artifact 后不需要重新执行 Dynamo、Inductor codegen、kernel compilation 和 autotuning：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">with</span> <span style="color: #4b69c6">open</span>(<span style="color: #198810">"</span><span style="color: #198810">model.pt</span><span style="color: #198810">"</span>, <span style="color: #198810">"</span><span style="color: #198810">rb</span><span style="color: #198810">"</span>) <span style="color: #d73948">as</span> f:
    fn <span style="color: #d73948">=</span> torch.compiler.<span style="color: #4b69c6">load_compiled_function</span>(f)

output <span style="color: #d73948">=</span> <span style="color: #4b69c6">fn</span>(model, <span style="color: #4b69c6">input</span>)</code></pre></div><p>两种 <code>torch.compile</code> 模式的核心差异是编译时机和 runtime specialization 能力：</p><table><thead><tr><th></th><th><code>torch.compile</code></th><th><code>torch.compile().aot_compile()</code></th></tr></thead><tbody><tr><td>编译时机</td><td>第一次实际执行时</td><td>部署之前</td></tr><tr><td>编译模式</td><td>JIT / lazy</td><td>AOT</td></tr><tr><td>第一次请求</td><td>可能包含 compilation cold start</td><td>直接加载并执行 compiled code</td></tr><tr><td>编译结果</td><td>Runtime cache</td><td>可显式序列化的 artifact</td></tr><tr><td>Graph break</td><td>可以切回 Python eager execution</td><td>不支持，要求 <code>fullgraph=True</code></td></tr><tr><td>输入变化</td><td>Guard failure 后可以 specialization 或 recompile</td><td>受预编译 artifact 的 guards 和 shape assumptions 约束</td></tr><tr><td>Python runtime</td><td>需要</td><td>仍然需要</td></tr><tr><td>Backend</td><td>可以使用 Inductor</td><td>同样可以使用 Inductor</td></tr></tbody></table><p>普通 <code>torch.compile</code> 可以根据实际 workload 生成多组 specialization。例如 shape 变化导致 guard failure 时，Dynamo 可以编译新的 graph，或在检测到 shape dynamism 后尝试生成更动态的 kernel。<code>aot_compile()</code> 的目标则是在 deployment 前结束编译，因此 example inputs 会参与确定 artifact 对 shape、dtype、device 和其他 guards 的适用范围；部署时不能依赖 compiler 为不兼容输入自动生成新版本。</p><p>把两种模式放在同一条时间轴上，区别在于编译发生在 deploy 之前还是之后，以及遇到新 shape 时能否重新编译：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 48em; height: 12.74em; display: block" viewBox="0 0 540 143.325" width="540pt" height="143.325pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(0 18)" d="M 0 0m 0 0h 68.1v 5.325h -68.1v -5.325Z "/><g transform="translate(-5e-9 18)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g670E0D9D7ACBE0FD02AE5EF5DA2D297D" x="0" y="0" fill="#222a2d" 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compilation，而不是提高 steady-state kernel performance。</div></aside><aside class="callout callout-warning"><div class="callout-head"><span>CAUTION / CHECK</span><span>/03</span></div><div class="callout-body"><code>aot_compile()</code> 不支持 graph break。待编译函数必须能够在 <code>fullgraph=True</code> 下形成完整 graph；如果输入超出 artifact 的 guard 或 shape constraints，需要重新构建兼容的 artifact。</div></aside><h3 id="inference-deployment-torch.export-+-aotinductor"><span class="heading-num">6.4</span>Inference Deployment：torch.export + AOTInductor<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#inference-deployment-torch.export-+-aotinductor" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>对于模型结构相对固定、可以接受 export constraints、且不需要 arbitrary Python fallback 的 inference deployment，可以使用 <code>torch.export</code> 和 AOTInductor：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 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capture。</p><table><thead><tr><th></th><th><code>torch.compile</code></th><th><code>torch.compile().aot_compile()</code></th><th><code>torch.export(strict=False)</code> + AOTInductor</th></tr></thead><tbody><tr><td>主要定位</td><td>Python runtime JIT</td><td>Python runtime AOT</td><td>C++ / non-Python AOT deployment</td></tr><tr><td>Graph capture</td><td>Dynamo，可包含 graph break</td><td>Dynamo，要求 full graph</td><td>Non-strict ProxyTensor tracing</td></tr><tr><td>编译时机</td><td>第一次实际执行时</td><td>部署之前</td><td>部署之前</td></tr><tr><td>主要产物</td><td>Runtime compiled graph/cache</td><td>Serialized compiled callable</td><td><code>.pt2</code> package / native artifact</td></tr><tr><td>Graph transformation</td><td>主要围绕 <code>torch.compile</code> pipeline</td><td>不以暴露稳定 exported IR 为目标</td><td>可在 <code>ExportedProgram</code> / ATen Graph 上变换</td></tr><tr><td>Runtime specialization</td><td>可以 guard、specialization 和 recompile</td><td>受 artifact 的预编译约束限制</td><td>受 export constraints 限制</td></tr><tr><td>Python runtime</td><td>需要</td><td>需要</td><td>C++ deployment 不需要，也可以由 Python loader 使用</td></tr><tr><td>适用场景</td><td>动态 workload、开发和 training</td><td>Python service 消除 compile cold start</td><td>稳定 IR、graph pass 与 non-Python deployment</td></tr></tbody></table><p><code>torch.compile().aot_compile()</code> 与 AOTInductor 都可能使用 TorchInductor，但两者不是同一个 deployment abstraction。前者沿用 <code>torch.compile</code> 和 Dynamo semantics，产出供 Python runtime 加载的 compiled callable；后者以 <code>ExportedProgram</code> 为稳定输入边界，适合在编译前执行 graph transformation，并生成面向 C++ / non-Python runtime 的 package。</p><aside class="hint"><div class="hint-rule" role="presentation"><span></span><span></span><span></span><span></span></div><div class="hint-main"><div class="hint-mark"><svg style="overflow: visible; width: 2.666666667em; height: 2.666666667em; display: block" viewBox="0 0 30 30" width="30pt" height="30pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body">对部署型 inference 而言，<code>torch.export(strict=False)</code> 加 AOTInductor 更接近传统的 ahead-of-time compiler pipeline；它通过收紧输入程序的约束，换取更简单的 capture 路径和不依赖 Dynamo 的线上 runtime。</div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>参考：<a href="https://docs.pytorch.org/docs/stable/jit.html">TorchScript 文档</a>、<a href="https://docs.pytorch.org/docs/stable/export.html"><code>torch.export</code> 文档</a> 和 <a href="https://docs.pytorch.org/docs/stable/torch.compiler_aot_inductor.html">AOTInductor 文档</a>。</p><h3 id="helion-kernel-dsl"><span class="heading-num">6.5</span>Helion：Kernel DSL<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#helion-kernel-dsl" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Helion 于 2025 年以 Beta 形式发布，之后成为 PyTorch Foundation hosted project。它是一个 PyTorch-native、Python-embedded 的 kernel DSL，官方将其编程模型概括为 <strong>“PyTorch with Tiles”</strong>。</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">helion</span><span style="color: #301414">.</span><span style="color: #301414">kernel</span><span style="color: #301414">(</span><span style="color: #301414">)</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">matmul</span>(x, y):
    m, k <span style="color: #d73948">=</span> x.<span style="color: #4b69c6">size</span>()
    <span style="color: #d73948">_</span>, n <span style="color: #d73948">=</span> y.<span style="color: #4b69c6">size</span>()
    out <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">empty</span>([m, n], device<span style="color: #d73948">=</span>x.device, dtype<span style="color: #d73948">=</span>x.dtype)

    <span style="color: #d73948">for</span> tile_m, tile_n <span style="color: #d73948">in</span> hl.<span style="color: #4b69c6">tile</span>([m, n]):
        acc <span style="color: #d73948">=</span> hl.<span style="color: #4b69c6">zeros</span>([tile_m, tile_n], dtype<span style="color: #d73948">=</span>torch.float32)
        <span style="color: #d73948">for</span> tile_k <span style="color: #d73948">in</span> hl.<span style="color: #4b69c6">tile</span>(k):
            acc <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">addmm</span>(acc, x[tile_m, tile_k], y[tile_k, tile_n])
        out[tile_m, tile_n] <span style="color: #d73948">=</span> acc

    <span style="color: #d73948">return</span> out</code></pre></div><p>Helion 使用普通 PyTorch 代码完成 host-side setup；最外层 <code>hl.tile</code> 循环内的代码表示 device computation，并通过 TorchInductor lower 到 Triton。整体路径为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 23.111111111em; height: 9.537777778em; display: block" viewBox="0 0 260 107.3" width="260pt" height="107.3pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 98v 21.1h -98v -21.1Z "/><g transform="translate(0 0)"><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 98v 20.98h -98Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 99.5v 21.48h -99.5l 2.5 -0.5h 96.5v -20.48Z "/><path fill="#286379" fill-rule="nonzero" d="M 0 0m 1.25 20.73l -2.5 0.5v -21.48l 2.5 0.5Z "/><g transform="matrix(1 0 0 -1 10 13.98)"><use 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DSL</strong>，不是 <strong>Model DSL</strong>：</p><table><thead><tr><th></th><th>Model DSL / graph capture frontend</th><th>Helion Kernel DSL</th></tr></thead><tbody><tr><td>处理范围</td><td>完整模型及算子之间的数据依赖</td><td>单个或少量 GPU kernel</td></tr><tr><td>主要输入</td><td>模型程序或模型计算图</td><td>显式编写的 tile-level kernel function</td></tr><tr><td>主要输出</td><td>模型级计算图</td><td>Triton kernel</td></tr><tr><td>是否替代 Dynamo</td><td>可以改变模型级 graph capture 路径</td><td>不能替代模型级 graph capture</td></tr></tbody></table><p>因此，Helion 解决的是“如何更容易地编写高性能 kernel”，而不是“如何把任意 PyTorch model 转换成 graph”。在完整编译栈中，模型仍需先经过 Dynamo、<code>torch.export</code> 或其他 frontend 完成 graph capture，之后其中适合自定义实现的 kernel 才可能使用 Helion 表达。</p><p>参考：<a href="https://pytorch.org/blog/helion/">Helion 官方介绍</a>、<a href="https://github.com/pytorch/helion">Helion GitHub</a> 和 <a href="https://pytorch.org/blog/pytorch-foundation-welcomes-helion-as-a-foundation-hosted-project-to-standardize-open-portable-and-accessible-ai-kernel-authoring/">PyTorch Foundation hosted project 公告</a>。</p><h3 id="zong-jie"><span class="heading-num">6.6</span>总结<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#zong-jie" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>PyTorch 最大的历史资产就是一个极其灵活的 Python eager framework，所以 PyTorch 2.x 面临的是：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 35.377777778em; height: 2.079111111em; display: block" viewBox="0 0 398 23.39" width="398pt" height="23.39pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 176v 23.39h -176v -23.39Z "/><g transform="translate(0 0)"><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 176v 21.27h -176Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 177.5v 21.77h -177.5l 2.5 -0.5h 174.5v -20.77Z "/><path fill="#286379" fill-rule="nonzero" 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可以脱离原始 Python graph capture 过程部署</div></aside><p>三条路线最终都可能使用 TorchInductor，因此 steady-state kernel 不一定有本质差异。</p><p>真正的选择边界是 frontend contract、编译时机和 deployment runtime：</p><ul><li>需要 runtime flexibility 时使用 <code>torch.compile</code></li><li>Python service 只需要消除 compilation cold start 时使用 <code>.aot_compile()</code></li><li>需要稳定 exported IR、编译前 graph pass 或 non-Python deployment 时使用 <code>torch.export + AOTInductor</code></li></ul><h2 id="lazy-execution"><span class="heading-num">07</span>Lazy Execution<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#lazy-execution" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="wei-shen-me-lazy-execution-shi-he-ml-compiler"><span class="heading-num">7.1</span>为什么 Lazy Execution 适合 ML Compiler<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#wei-shen-me-lazy-execution-shi-he-ml-compiler" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><strong>Lazy execution 让 Tensor API 在真正执行计算之前先构造 computation graph，为跨算子优化和 code generation 提供了天然的 graph capture boundary。</strong></p><p>在 eager-first framework 中，Tensor operation 通常会立即 dispatch 并执行；如果之后才尝试融合多个操作，完整的计算关系已经丢失。因此 PyTorch 需要 Dynamo 在 eager execution 发生前拦截 Python program 并提取 FX Graph。</p><p>Lazy-first framework 则通常采用下面的路径：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 24.257777778em; height: 13.880888889em; display: block" viewBox="0 0 272.9 156.16" width="272.9pt" height="156.16pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 236v 22.98h -236v -22.98Z "/><g><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 236v 20.98h -236Z "/><path fill="#b7c5c5" fill-rule="nonzero" d="M 0 0m 1.25 0.25l -2.5 -0.5h 237.5v 21.48h -237.5l 2.5 -0.5h 234.5v -20.48Z "/><path 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xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(3 3)" d="M 0 0m 0 6c 0 -3.310704 2.689296 -6 6 -6c 3.310704 0 6 2.689296 6 6c 0 3.310704 -2.689296 6 -6 6c -3.310704 0 -6 -2.689296 -6 -6"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(0 9)" d="M 0 0h 23"/><path fill="none" stroke="#cb4b22" stroke-width="1" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9)" d="M 0 0v 22"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" stroke-dashoffset="0" stroke-dasharray="3 3" transform="translate(9 23)" d="M 0 0v 7"/><path fill="none" stroke="#65716f" stroke-width="0.6" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="4" transform="translate(9 30)" d="M 0 0h 15"/></g></svg></div><div class="hint-body"><strong>Lazy execution 解决“能否先获得 computation graph”；graph compilation 解决“是否进一步优化、生成代码并缓存这个 graph”。Lazy execution 不等于自动启用 function-level compilation。</strong></div></div><div class="hint-rule hint-rule-bottom" role="presentation"><span></span><span></span><span></span><span></span></div></aside><p>普通 Python control flow 仍然由 CPython 决定。例如条件是 Python <code>bool</code> 时，最终 graph 通常只包含实际执行分支中的 Tensor operation。Lazy Tensor API 并没有理解完整的 Python <code>if</code>，也不会自动为未执行分支生成 graph、guard 或 constraint。这种限制正是其 frontend 相对简单的原因之一。</p><h3 id="tinygrad"><span class="heading-num">7.2</span>tinygrad<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#tinygrad" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>tinygrad 将 Tensor API 设计成一个 lazy、Python-embedded Tensor DSL。官方开发文档将 <code>Tensor</code> 描述为构造 <code>UOp</code> graph 的语法糖。</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">z <span style="color: #d73948">=</span> (x <span style="color: #d73948">+</span> y).<span style="color: #4b69c6">relu</span>() <span style="color: #d73948">*</span> <span style="color: #b60157">2</span></code></pre></div><p>执行这段 Python 时，<code>Tensor.__add__()</code>、<code>relu()</code> 和乘法操作主要是在扩展 UOp graph，概念上可以表示为：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 12.462222222em; height: 15.825777778em; display: block" viewBox="0 0 140.2 178.04" width="140.2pt" height="178.04pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(70.3)" d="M 0 0m 0 0h 38v 21.1h -38v -21.1Z "/><g transform="translate(70.3 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work unit 可能表示 kernel、copy、view 或其他运行时工作；kernel 对应的 AST 会继续 lower、render 并编译为目标 backend 可执行的 program。</p><p>tinygrad 从一开始就采用 lazy-first Tensor API，不需要兼容“Tensor operation 默认立即执行”的既有 eager programming model。因此它不需要 Dynamo 从 eager Python 中恢复 Tensor graph：执行 tinygrad Tensor API 本身已经在构造 UOp graph。相应地，tinygrad compiler 只处理实际构造出的 Tensor computation，不负责理解任意 Python semantics。</p><h4 id="tinyjit">TinyJit<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#tinyjit" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>TinyJit 也不等价于 Dynamo。Dynamo 在 Tensor operation 执行前分析 Python program 并构建 graph；TinyJit 则在 Python 和 tinygrad compiler 已经生成 scheduled work 后进行 capture/replay：</p><ul><li>第一次调用正常执行 Python function。</li><li>第二次调用继续执行 Python，同时捕获生成的 scheduled work。</li><li>后续兼容调用跳过 Python function，直接 replay 捕获的 <code>LINEAR</code> work。</li></ul><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: 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data-pagefind-ignore>#</a></h3><p><strong>llama.cpp 底层的 ggml 使用 lazy graph construction，并利用完整 computation graph 进行 backend scheduling 和 ahead-of-execution memory planning。</strong></p><p>调用 <code>ggml_add()</code>、<code>ggml_mul_mat()</code> 等 Tensor operation 时，ggml 主要创建输出 tensor metadata，并通过 <code>src[]</code> 记录输入依赖，不立即执行对应 kernel。<code>ggml_build_forward_expand()</code> 从输出 tensor 展开依赖并形成 <code>ggml_cgraph</code>，实际计算由 backend graph compute 显式触发。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 22.231111111em; height: 13.891555556em; display: block" viewBox="0 0 250.1 156.28" width="250.1pt" height="156.28pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0h 170v 23.1h -170v -23.1Z "/><g transform="translate(0 0)"><g><path fill="#f5f7f6" fill-rule="nonzero" d="M 0 0h 170v 20.98h -170Z "/><path fill="#b7c5c5" 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进行了多种执行前处理，但这些处理不等价于 XLA 或 TorchInductor 风格的统一全图 code generation：</p><table><thead><tr><th>处理层次</th><th>llama.cpp / ggml 的行为</th><th>定位</th></tr></thead><tbody><tr><td>Graph construction</td><td>将 ggml Tensor dependency 展开为 <code>ggml_cgraph</code></td><td>Lazy graph capture</td></tr><tr><td>Backend scheduling</td><td>将 graph split 并分配给 CPU、CUDA、Metal 等 backend</td><td>Execution planning</td></tr><tr><td>Memory planning</td><td>根据 tensor lifetime 规划 buffer 和 offset</td><td>Static memory planning</td></tr><tr><td>Graph optimization</td><td>部分 backend 会 reorder graph 或识别可 fusion 的 operation</td><td>Backend-specific optimization</td></tr><tr><td>Kernel execution</td><td>根据 operation、dtype、shape 和 hardware dispatch 已有 kernel</td><td>Kernel selection / dispatch</td></tr><tr><td>Executable graph capture</td><td>CUDA backend 可 capture 并 replay CUDA Graph</td><td>Backend command-graph replay</td></tr></tbody></table><p>ggml 定义了 <code>graph_plan_create()</code>、<code>graph_plan_update()</code> 和 <code>graph_plan_compute()</code> 接口，但当前 backend interface 将 graph plan 标记为尚未在通用路径中使用。CPU、CUDA 等常规路径仍主要遍历 graph 并 dispatch backend kernel；CUDA Graph capture 可以缓存 kernel launch sequence，但不会将整张 Tensor graph 重新生成一个 fused CUDA kernel。</p><p>因此，从宽泛定义看，llama.cpp 包含有限的 graph optimization 和 backend command-graph compilation；从 ML compiler 的严格定义看，它没有统一的 Tensor IR lowering、跨图 kernel generation 和 target-code emission pipeline。将其描述为 <strong>lazy graph executor with static memory planning</strong> 更准确。</p><h4 id="aot-memory-planning">AOT Memory Planning<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#aot-memory-planning" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>Lazy graph 的一个重要作用是让 ggml 在执行前看到所有 intermediate tensor 及其依赖关系。<code>ggml_gallocr</code> 会统计 tensor 的 consumer 和 view，在最后一个 consumer 之后释放对应逻辑区间，并将该区间复用于后续生命周期不重叠的 tensor。最终 allocation plan 会记录每个 tensor 所属的 backend buffer、offset 和最大容量。</p><p>下图中横轴是 graph 的执行顺序，纵轴是 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-0.156 -0.112 -0.36 -0.18q -0.204 -0.068 -0.476 -0.068q -0.352 0 -0.656 0.12q -0.304 0.12 -0.528 0.348q -0.224 0.228 -0.348 0.548q -0.124 0.32 -0.124 0.72q 0 0.424 0.144 0.776q 0.144 0.352 0.412 0.608q 0.268 0.256 0.648 0.396q 0.38 0.14 0.844 0.14q 0.488 0 0.868 -0.156q 0.38 -0.156 0.644 -0.44q 0.264 -0.284 0.404 -0.688q 0.14 -0.404 0.14 -0.908Z m -2.048 -0.656q 0.456 0 0.712 0.248q 0.256 0.248 0.256 0.712v 0.096q 0 0.464 -0.248 0.716q -0.248 0.252 -0.72 0.252q -0.48 0 -0.728 -0.252q -0.248 -0.252 -0.248 -0.716v -0.096q 0 -0.464 0.252 -0.712q 0.252 -0.248 0.724 -0.248Z "/></symbol></defs></svg></div><p>初始化 <code>llama_context</code> 时，<code>llama_context::sched_reserve()</code> 会构造用于估算的 prompt-processing graph 和 token-generation graph，并使用较大的 graph 预留 compute buffers。源码将其称为 <code>worst-case graph</code>，目的是避免 inference 期间发生 <code>ggml-alloc</code> reallocation。</p><p>在后续执行中存在两种情况：</p><ul><li>如果 batch layout、token 数量、sequence 数量、output 数量和其他 graph parameters 兼容，<code>llm_graph_result::can_reuse()</code> 允许直接复用上一张 graph，只更新 input tensor 后再次执行。</li><li>如果 graph 需要重新构建，<code>ggml_backend_sched_alloc_graph()</code> 会将新 tensor metadata 绑定到已经 reserve 的 buffer offset；只要新的内存需求未超过预留容量，就不需要重新申请 compute buffer。</li></ul><p>这是一种 ahead-of-execution memory reservation，也可以在限定语境下称为 AOT memory allocation。它发生在 runtime 初始化阶段，而不是离线 compiler 生成部署 artifact 时。</p><aside class="callout callout-note"><div class="callout-head"><span>NOTE</span><span>/01</span></div><div class="callout-body">这里的 runtime zero allocation 应限定为：对于预留范围内且 topology 兼容的 steady-state inference，activation tensor storage 通常不发生新的 backend compute-buffer allocation 或 reallocation。它不保证整个 <code>llama_decode()</code> 没有动态分配；batch preparation、output buffer 扩容、CPU workspace、backend command resource、KV cache 更新和 graph topology 变化仍可能触发 host 或 device allocation。</div></aside><p>以上实现细节基于 llama.cpp <code>d2f83055</code>。参考：<a href="https://github.com/ggml-org/llama.cpp/blob/d2f83055d6e3b379b5d34c4837122a918cf402c2/ggml/include/ggml.h">ggml graph overview</a>、<a href="https://github.com/ggml-org/llama.cpp/blob/d2f83055d6e3b379b5d34c4837122a918cf402c2/ggml/include/ggml-alloc.h">graph allocator API</a>、<a href="https://github.com/ggml-org/llama.cpp/blob/d2f83055d6e3b379b5d34c4837122a918cf402c2/src/llama-context.cpp">llama.cpp graph reserve 与 reuse</a> 和 <a href="https://github.com/ggml-org/llama.cpp/blob/d2f83055d6e3b379b5d34c4837122a918cf402c2/ggml/src/ggml-cuda/ggml-cuda.cu">CUDA Graph capture</a>。</p><h3 id="mlx"><span class="heading-num">7.4</span>MLX<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/overview/#mlx" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>MLX 同样默认使用 lazy evaluation。Array operation 不会立即计算，而是动态记录 compute graph；显式调用 <code>mx.eval()</code> 时才 materialize 结果。打印 array、转换为 NumPy、保存数据、读取 scalar <code>.item()</code> 或在 Python control flow 中使用 scalar array，也会隐式触发 evaluation。</p><p>普通 MLX 调用的重点是动态构图和延迟执行，并不自动启用 <code>mx.compile()</code> 所提供的 function-level graph compilation：</p><table><thead><tr><th></th><th>默认 Lazy Evaluation</th><th><code>mx.compile()</code></th></tr></thead><tbody><tr><td>Graph 构建</td><td>每次调用动态记录 compute graph</td><td>首次调用使用 placeholder inputs trace function</td></tr><tr><td>执行方式</td><td><code>mx.eval()</code> 或隐式 materialization 触发执行</td><td>优化并编译 graph，后续调用复用 cache</td></tr><tr><td>优化范围</td><td>为 graph transformation 和运行时调度提供基础</td><td>合并公共计算，并 fusion 部分兼容操作</td></tr><tr><td>Specialization</td><td>不涉及 compiled-function cache</td><td>shape、dtype 或输入数量变化可能触发 recompilation</td></tr></tbody></table><p><code>mx.compile()</code> 是显式 function transformation。第一次调用会构图、优化、生成并编译代码，之后兼容输入会复用缓存结果。<code>shapeless=True</code> 可以避免仅因输入 shape 变化而重新编译，但它不适用于依赖静态 shape 构造计算的函数，也不代表支持任意 dynamic shape semantics。</p><p>MLX 说明了 lazy execution 与 graph compilation 的关系：lazy Tensor/Array API 可以天然提供 computation graph，但 framework 仍然可以把普通 graph execution 与经过优化、fusion 和 cache 的 compiled execution 设计成两个独立模式。</p><p>参考：<a href="https://ml-explore.github.io/mlx/build/html/usage/lazy_evaluation.html">MLX Lazy Evaluation</a> 和 <a href="https://ml-explore.github.io/mlx/build/html/usage/compile.html">MLX Compilation</a>。</p></div></div></article></main></div></div>]]></content:encoded></item><item><title>vLLM and torch.compile</title><link>https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/</guid><pubDate>Mon, 10 Aug 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>vLLM 中同时存在多条与 FX 和 <code>torch.compile</code> 相关的执行路径，它们虽然共享 PyTorch 的 graph infrastructure，但解决的问题并不相同。理解这些路径的边界，是区分“模型结构改写”“Inductor 编译优化”和“CUDA Graph replay”的前提。</p><p>进入正文前，可以先区分三类用法：</p><ul><li><strong>HF Transformers modeling backend</strong>：直接使用 <code>fx.Tracer</code> 分析 Hugging Face <code>forward</code>，识别可融合结构并通过 AST 改写模型源码</li><li><strong>vLLM 自定义 <code>torch.compile</code> 主路径</strong>：由 Dynamo 产生完整 FX <code>GraphModule</code>，再由 vLLM 控制 graph partition、shape specialization、custom passes、cache 和 CUDA Graph integration</li><li><strong>普通 <code>@torch.compile</code> 小函数</strong>：FX 主要作为 Dynamo、AOTAutograd 和 Inductor 的内部 IR，vLLM 通常不直接处理这些 graph</li></ul><p>Piecewise CUDA Graph 不是第四条独立的 tracing 路径，而是建立在 vLLM Piecewise Compilation 之上的运行时优化：编译阶段先拆分并编译 graph regions，随后只对兼容区域执行 CUDA Graph capture/replay。</p><blockquote>这篇文章的核心问题是：vLLM 如何围绕标准 <code>torch.compile</code> 增加一层 LLM-serving-aware 的 graph processing、compilation policy 和 runtime integration。</blockquote><h2 id="hf-transformers-modeling-backend"><span class="heading-num">01</span>HF Transformers modeling backend<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#hf-transformers-modeling-backend" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><blockquote>这里是指 vLLM 的 Transformers modeling backend</blockquote><p>它使用经典的 <code>torch.fx</code> symbolic tracing：</p><ul><li>自定义 <code>_AllLeafTracer(fx.Tracer)</code>，将所有子模块视作 leaf</li><li>用 <code>_SizedProxy</code> 处理 shape 解包</li><li>即使 trace 中途失败，也保留 partial FX graph</li><li>FX 图仅用于结构匹配</li><li>真正的修改通过 AST 重写原始 forward 源码完成</li></ul><p>调用链大致是：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">ascii</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="ascii">HF nn.Module
-> custom fx.Tracer
-> fx.Graph
-> pattern matching
-> AST rewrite / module replacement</code></pre></div><p>get_fuser() 对每种 module class trace 一次，然后匹配 vllm 中对应的 fuser：</p><ul><li>GLU：gate_proj + up_proj</li><li>QKV：q_proj + k_proj + v_proj</li><li>RMSNorm：根据 tensor dataflow 识别</li><li>MoE：识别 router、expert 和 shared expert 结构</li></ul><p>匹配完成后执行 module replacement</p><p>这个 FX 用途和 torch.compile 相互独立。即使模型最终 eager 执行，Transformers backend 的模型结构融合仍然可以使用 FX</p><h2 id="torch.compile-with-vllm-backend"><span class="heading-num">02</span>torch.compile with vLLM backend<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#torch.compile-with-vllm-backend" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="overview"><span class="heading-num">2.1</span>Overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>vLLM 没有替换 TorchDynamo 或 TorchInductor，而是在标准 <code>torch.compile</code> pipeline 上增加面向 LLM serving 的编译控制</p><p>官方将 <code>VLLM_COMPILE</code> 定义为带有 caching、piecewise compilation、shape specialization 和 custom passes 的 Inductor-based backend。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>)</p><p>因此，<code>vllm_backend</code> 的主要价值不是提供另一套 GPU codegen，而是决定什么 graph 交给 Inductor、以什么 shape 编译、何时编译，以及如何在 serving runtime 中复用编译结果。</p><figure class="figure"><figure><table><thead><tr><th>增强方向</th><th>vLLM 解决的问题</th></tr></thead><tbody><tr><td>graph capture、主动分区与 stitching</td><td>隔离复杂 serving logic，并以低开销 Python function 调度拆分后的 regions</td></tr><tr><td>shape 管理</td><td>用 general dynamic path 覆盖动态请求，并为高频 shape 生成 specialized kernel</td></tr><tr><td>custom Inductor passes</td><td>加入 LLM-specific fusion 和 graph transformation</td></tr><tr><td>cache 与编译生命周期</td><td>复用 serving configuration 对应的 artifact，并将编译移出请求路径</td></tr><tr><td>CUDA Graph 协同</td><td>根据 graph region 和 runtime batch 选择 capture/replay 策略</td></tr></tbody></table></figure></figure><h3 id="graph-capture-yu-zhu-dong-fen-qu"><span class="heading-num">2.2</span>Graph Capture 与主动分区<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#graph-capture-yu-zhu-dong-fen-qu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>vLLM 首先在模型实现层面构造 compiler-friendly graph。</p><p>Attention 需要处理 KV Cache、block table、variable sequence length、attention metadata 和 backend selection；如果 Dynamo 继续追踪这些内部逻辑，容易遇到复杂 control flow 或 graph break。</p><p>vLLM 将整个 Attention 封装为 <code>torch.ops.vllm.unified_attention_with_output</code> custom op。Dynamo 将其视为 opaque FX node，不检查内部操作；由于该 op 的 output 与 query 具有相同的外部 shape，模型 <code>forward</code> 仍可从 Dynamo 视角形成 full graph。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>) 这也是以下配置能够用于复杂 serving workload 的前提：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">torch.<span style="color: #4b69c6">compile</span>(
    <span style="color: #d73948">self</span>.forward,
    fullgraph<span style="color: #d73948">=</span><span style="color: #d73948">True</span>,
    backend<span style="color: #d73948">=</span>vllm_backend,
)</code></pre></div><p>获得完整 FX Graph 后，vLLM 再根据 operator 和 runtime 特性主动设置 compilation boundary：</p><ul><li>传统路径使用 <code>splitting_ops</code> 将 Attention 与相邻计算区域分开</li><li>较新的 <code>use_inductor_graph_partition</code> 路径则在 Inductor passes 和 fusion 完成后，根据 <code>cudagraph_unsafe</code> op 建立边界。(<a href="https://docs.vllm.ai/en/latest/api/vllm/config/compilation/">CompilationConfig</a>)</li></ul><p>这种主动分区不同于 Dynamo graph break：graph break 是 tracing 中断形成的边界，而 piecewise partition 是在已有完整 graph 上做出的编译策略。它允许 Attention 继续使用 custom kernel 和 runtime，同时让 Linear、Norm、activation 等区域进入 Inductor。具体的 Piecewise CUDA Graph 执行方式将在下一节说明。</p><h4 id="stitching-codegen">Stitching codegen<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#stitching-codegen" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>Graph 被拆分后，各个 region 可以分别交给 Inductor，但系统仍需要恢复原始 <code>forward</code> 的调用顺序和 Tensor 数据依赖。当前实现中的 <code>vllm/compilation/codegen.py</code> 为此生成一个 straight-line Python function：它负责调用 compiled region 和 custom op、传递中间结果并返回最终输出，不负责生成 Tensor kernel。(<a href="https://github.com/vllm-project/vllm/blob/main/vllm/compilation/codegen.py">vLLM codegen.py</a>)</p><p>整个过程可以概括为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">                    split GraphModule
                           │
              ┌────────────┼────────────┐
              ▼            ▼            ▼
          subgraph 0    Attention    subgraph 1
              │        custom op         │
              ▼                          ▼
           Inductor                   Inductor
              │                          │
       compiled callable 0       compiled callable 1
              │                          │
              └──────────┬───────────────┘
                         ▼
              vLLM stitching codegen
                         │
                         ▼
                Python execution_fn</code></pre></div><p>最终执行：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #4b69c6">execution_fn</span>(<span style="color: #d73948">...</span>)</code></pre></div><p>实际上只是：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">Python dispatcher
   │
   ├─ call compiled region 0
   ├─ call Attention custom op
   └─ call compiled region 1</code></pre></div><p>下面的代码是对生成结果的概念化简化：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">def</span> <span style="color: #4b69c6">execution_fn</span>(x, positions, <span style="color: #d73948">*</span>, __vllm_submods__):
    x <span style="color: #d73948">=</span> __vllm_submods__[<span style="color: #b60157">0</span>](x)
    x <span style="color: #d73948">=</span> torch.ops.vllm.<span style="color: #4b69c6">unified_attention_with_output</span>(x, positions, <span style="color: #d73948">...</span>)
    x <span style="color: #d73948">=</span> __vllm_submods__[<span style="color: #b60157">1</span>](x)
    <span style="color: #d73948">return</span> x</code></pre></div><p><code>__vllm_submods__</code> 中的元素是已经完成 compilation 的 callable，其内部计算仍由 Inductor 生成的 Triton/CUDA kernel 或 vLLM custom op 执行。当前 codegen 还会将普通 <code>torch.fx.GraphModule</code> 直接 inline 到生成代码中，并根据 value 的最后使用位置插入 <code>del</code>，尽早释放 Python reference。</p><p>生成的 source 随后通过 <code>exec()</code> 转换为 <code>execution_fn</code>，再由 <code>partial()</code> 绑定 compiled submodules 和必要常量。与在运行时逐节点解释 split graph 相比，这种 stitching function 避免了 FX interpreter、<code>nn.Module.__call__</code> 和 <code>__getattr__</code> 的额外调度开销。</p><p>因此，这里有两种不同层次的 codegen：</p><ul><li>Inductor codegen 决定 Tensor 如何在 GPU 上计算</li><li>vLLM stitching codegen 则决定 compiled callable 和 custom op 以什么顺序执行</li></ul><p>后者不会将 pieces 重新合并为 FX Graph，也不会重新生成 Tensor computation。</p><h3 id="shape-guan-li"><span class="heading-num">2.3</span>Shape 管理<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#shape-guan-li" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>vLLM 在 shape 层面的增强，不是重新实现 dynamic shape 或 specialization，而是把 dynamic-shape policy 从 PyTorch 自动控制改为 vLLM 显式控制。vLLM scheduler 已经知道 <code>num_tokens</code>、batch size 等维度会如何变化，因此可以主动决定哪些维度保持动态、哪些高频值值得单独编译。</p><p>从当前 wrapper 中可以看到：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">torch.<span style="color: #4b69c6">compile</span>(
    <span style="color: #d73948">self</span>.forward,
    fullgraph<span style="color: #d73948">=</span><span style="color: #d73948">True</span>,
    dynamic<span style="color: #d73948">=</span><span style="color: #d73948">False</span>,
    backend<span style="color: #d73948">=</span>vllm_backend,
)</code></pre></div><p>这里的 <code>dynamic=False</code> 很容易被误解为“vLLM 只做 static-shape compilation”，但实际含义是：不让 PyTorch 自动判断哪些维度需要动态化。第一次 compilation 之前，<code>support_torch_compile</code> 会根据模型声明的 <code>dynamic_arg_dims</code> 显式调用 <code>torch._dynamo.mark_dynamic()</code>；当前版本还可以根据 dynamic-shape configuration 调用 <code>torch._dynamo.decorators.mark_unbacked()</code>。(<a href="https://github.com/vllm-project/vllm/blob/main/vllm/compilation/decorators.py">vLLM decorators.py</a>)</p><p>整个策略可以概括为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">dynamic=False
     │
     └── 不让 PyTorch 自动决定哪些 shape 动态化
                       +
        vLLM 显式 mark_dynamic / mark_unbacked
                       +
        vLLM 自己管理 compile ranges / specialization</code></pre></div><p>因此，<code>dynamic=False</code> 关闭的是 PyTorch 的自动 dynamic-shape inference，而不是 vLLM 所有输入维度的动态性。哪些 argument 的哪些 dimension 需要动态处理，由 <code>support_torch_compile</code> 的 metadata 和 vLLM compilation configuration 明确指定。(<a href="https://github.com/vllm-project/vllm/blob/main/vllm/compilation/wrapper.py">vLLM wrapper.py</a>)</p><p>在这套显式策略之上，vLLM 同时保留 general symbolic compilation 和特定 shape specialization：general kernel 覆盖 scheduler 允许的 token-count range，specialized kernel 则优化 decode 等场景中频繁出现的固定尺寸。</p><p><code>compile_sizes</code> 用于指定需要额外编译的 token 数量：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">vllm serve model \
  --compilation-config '{"compile_sizes": [1, 2, 4, 8]}'</code></pre></div><p>例如，将 <code>compile_sizes</code> 设置为 <code>[1, 2, 4, 8]</code> 后，<code>num_tokens=1</code> 或 <code>8</code> 可以使用对应的 specialized kernel，而 <code>num_tokens=3</code> 或 <code>37</code> 仍由 general kernel 覆盖。这样不需要为每一种请求尺寸生成独立 kernel，同时保留对高频 shape 的优化机会。</p><p>当 shape 完全静态时，Inductor 可以比较更多 Triton configuration，并通过 autotuning 选择更合适的 kernel。首次 tuning 可能需要数秒到数分钟，但结果可以进入 compilation cache；vLLM 会在开始 serving 前完成这些 specialization，避免在线请求承担编译延迟。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>)</p><blockquote>vLLM 增强的不是底层 shape compilation 能力，而是 shape policy：显式标记动态维度、管理 compile ranges、选择高频 specialization，并决定何时完成这些 compilation。</blockquote><h3 id="custom-inductor-passes"><span class="heading-num">2.4</span>Custom Inductor Passes<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#custom-inductor-passes" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>vLLM 利用 Inductor 的 pass infrastructure，在通用优化之外加入 LLM-specific pattern matching、fusion 和 graph transformation。当前实现中的代表性优化包括：</p><ul><li>AllReduce 与 RMSNorm fusion</li><li>Attention 与 Quantization fusion</li><li>RoPE 与 KV Cache fusion</li><li>QK Norm 与 RoPE fusion</li></ul><p><strong>这些 passes 利用了 vLLM 对模型结构、量化方式和推理 operator 的额外认识</strong>，但最终仍进入 Inductor lowering 和 codegen。</p><p>换言之，vLLM 扩展的是 Inductor 的优化 pipeline，而不是重新实现一套 compiler stack。具体 pass 会随 vLLM、PyTorch 版本和硬件 backend 演进，不应视为稳定 API。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>)</p><h3 id="cache-yu-bian-yi-sheng-ming-zhou-qi"><span class="heading-num">2.5</span>Cache 与编译生命周期<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#cache-yu-bian-yi-sheng-ming-zhou-qi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>vLLM 没有替代 Inductor 自带的 kernel cache，而是在它外面增加了一层 vLLM-aware artifact/cache management。Inductor cache 负责复用编译后的 kernel；vLLM cache 则从完整 serving configuration 出发，管理 Dynamo transformed code、FX computation graph、Inductor artifact 及相关 compilation metadata。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>)</p><p>当前实现确定 cache identity 时会综合考虑：</p><ul><li>execution environment 和 PyTorch configuration</li><li><code>VllmConfig</code> 及 compiler configuration</li><li>模型 <code>forward</code> 和 Dynamo tracing 涉及的相关 Python source files</li><li>parallel/global rank 与 data-parallel rank 等进程身份</li></ul><p>因此，模型实现、相关配置或 traced source 发生变化时会产生 cache miss；不同 rank 的 artifact 则存放在各自目录中。目录结构大致如下：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">~/.cache/vllm/torch_compile_cache/
└── &lt;config-hash>/
    └── rank_0_0/
        ├── transformed_code.py
        ├── computation_graph.py
        └── inductor_cache/</code></pre></div><p>Cache hit 时，vLLM 可以加载已有 Inductor artifact，直接绕过对应的 Inductor compilation。Cache miss 时则重新执行 tracing、graph processing 和 compilation，并将结果写入当前 serving configuration 对应的目录。</p><p>Cache 之外，vLLM 还改变了 compilation 的生命周期。普通 <code>torch.compile</code> 常见的使用方式是：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">compiled_model <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">compile</span>(model)
output <span style="color: #d73948">=</span> <span style="color: #4b69c6">compiled_model</span>(x)  <span style="color: #74747c">#</span><span style="color: #74747c"> 首次调用或 guard miss 时可能触发 compilation</span></code></pre></div><p>这种 execution-driven JIT 对普通应用是合理的，但不适合 online serving：如果某个请求触发编译，engine 会在该请求上阻塞并产生明显的 latency spike。</p><p>vLLM 的明确设计目标是：</p><blockquote>所有需要的 compilation 都在真正开始 serving 之前完成，正常请求不触发新的 compilation。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>)</blockquote><p>因此，vLLM 会在模型初始化和 warmup 阶段完成 general shape compilation、<code>compile_sizes</code> 对应的 specialization，以及所需的 CUDA Graph capture，随后才开始处理请求。Cache 解决重复启动时的 artifact 复用问题；提前 compilation 则解决单次 serving 生命周期中编译进入请求路径的问题。</p><h3 id="cuda-graph-xie-tong"><span class="heading-num">2.6</span>CUDA Graph 协同<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#cuda-graph-xie-tong" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Piecewise CUDA Graph 不是独立于 compilation 的另一项优化，而是直接建立在 Piecewise Compilation 的输出之上。Piecewise Compilation 先决定 graph boundary，并将 Attention 与相邻的稳定计算拆开；Inductor 再编译这些 safe regions；初始化阶段则对 compiled callable 进行 CUDA Graph capture。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM torch.compile</a>)</p><p>Attention 往往需要处理 KV Cache、sequence metadata 和 backend-specific runtime state，执行行为更动态；两个 Attention 之间的 Linear、Norm、FFN 和 residual 等计算通常更稳定。因此，Piecewise 模式可以让这些 Inductor regions 使用 CUDA Graph replay，同时让 Attention 保持 normal/custom execution：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">Inductor Region
      │
      │ CUDA Graph
      ▼
    replay

Attention
      │
      │ normal/custom execution
      ▼

Inductor Region
      │
      │ CUDA Graph
      ▼
    replay</code></pre></div><p>这里的关键是，vLLM backend 不只生成 compiled regions，还保留 region boundary、capture artifact 和 runtime dispatch 所需的 metadata。运行时再把三类信息连接起来：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">compiler decision
        +
runtime batch information
        +
CUDA Graph availability
        │
        ▼
CudagraphDispatcher
        │
        ├─ FULL
        ├─ PIECEWISE
        └─ eager fallback</code></pre></div><p>三类信息分别回答不同问题：</p><ul><li>compiler decision 决定哪些 operations 属于 CUDA-Graph-safe region，哪些是 unsafe boundary；</li><li>runtime batch information 描述当前 batch 的组成、token 数量和 execution mode；</li><li>CUDA Graph availability 表示对应 batch descriptor、capture size 和 Attention backend 是否存在可 replay 的 graph。</li></ul><p>在 <code>PIECEWISE</code> 模式下，dispatcher replay safe regions，并在边界处执行 Attention；在 <code>FULL</code> 模式下，如果当前 batch 和 Attention backend 均支持完整 capture，则 replay 包含 Attention 的模型级 graph；<code>FULL_AND_PIECEWISE</code> 则同时准备两条路径，在运行时根据 batch characteristics 选择。没有匹配的 graph artifact 时，系统还需要回退到普通执行。(<a href="https://docs.vllm.ai/en/stable/design/cuda_graphs/">vLLM CUDA Graphs</a>)</p><p>因此，vLLM 的增强不只是“先用 Inductor，再单独打开 CUDA Graph”，而是把 compilation boundary、runtime batch state 与 CUDA Graph capture/replay 纳入同一套 serving policy。Stock <code>backend="inductor"</code> 可以生成 kernel，但不会提供这套跨 compiler 和 runtime 的 graph dispatch 机制。</p><h3 id="summary"><span class="heading-num">2.7</span>Summary<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#summary" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>vllm_backend</code> 可以理解为 LLM-serving-aware 的 <code>torch.compile</code> control plane：TorchInductor 决定一个 graph 如何优化和生成代码，vLLM 则进一步管理 graph boundary 与 stitching、shape 策略、custom passes、cache、编译时机及 CUDA Graph runtime。</p><figure class="figure"><figure><table><thead><tr><th><code>torch.compile</code> 已有能力</th><th>vLLM 增强</th></tr></thead><tbody><tr><td>Dynamo graph capture</td><td>用 custom op 隔离复杂 Attention 内部实现</td></tr><tr><td>FX Graph</td><td>根据 serving operator 特性主动 partition，并生成 stitching function</td></tr><tr><td>Dynamic shape</td><td>管理 symbolic shape、guard 和高频 shape specialization</td></tr><tr><td>Inductor optimization</td><td>插入 LLM-specific compiler passes</td></tr><tr><td>JIT 与 Inductor cache</td><td>增加 configuration-aware cache，并将编译前移到初始化阶段</td></tr><tr><td>GPU execution</td><td>与 CUDA Graph capture/replay 及 runtime dispatch 协同</td></tr></tbody></table></figure></figure><blockquote>vLLM 没有用 <code>vllm_backend</code> 替换 Inductor，而是在 Inductor 周围增加一层 serving-aware 编译策略。</blockquote><h2 id="piecewise-cuda-graph"><span class="heading-num">03</span>Piecewise CUDA Graph<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/vllm-torch-compile/#piecewise-cuda-graph" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Piecewise CUDA Graph 不要求整个 Transformer <code>forward</code> 都满足 CUDA Graph capture 条件，而是以 CUDA-Graph-unsafe operation 为边界，将其余稳定的计算区域分别 capture。</p><p>vLLM 中最典型的边界是 Attention：Attention 保持 eager execution，相邻 Attention 之间的 RMSNorm、GEMM、FFN 和 residual 等计算则通过 CUDA Graph replay 执行。</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">CUDA Graph -> Attention (eager) -> CUDA Graph -> Attention (eager) -> CUDA Graph</code></pre></div><p>具体的分区方式、FX-level 与 Inductor-level 两种实现，以及 <code>PIECEWISE</code> 和 <code>FULL</code> 模式的区别，可参考 <a href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/">Piecewise CUDA Graph</a>。</p></div></div></article></main></div></div>]]></content:encoded></item><item><title>Piecewise CUDA Graph</title><link>https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/</guid><pubDate>Sun, 9 Aug 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="he-xin-jie-lun"><span class="heading-num">01</span>核心结论<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#he-xin-jie-lun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Piecewise CUDA Graph 的核心思想是：不要求整个 Transformer <code>forward</code> 都满足 CUDA Graph capture 条件，而是将 CUDA Graph 不兼容的算子作为边界，只 capture 其余 CUDA-Graph-safe 区域。</p><p>在 vLLM 中，最典型的边界是 Attention。因此，<code>PIECEWISE</code> 模式并不是“把一个 CUDA Graph 切开执行”，而是将模型划分为多个独立的 CUDA Graph，并在它们之间以 eager 模式执行 CUDA-Graph-unsafe 操作：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">CUDA Graph -> Attention (eager) -> CUDA Graph -> Attention (eager) -> CUDA Graph</code></pre></div><p>CUDA Graph 会提前 capture 一组 GPU operations，后续通过 graph replay 一次性提交，从而降低 CPU 逐个启动 kernel 的开销。Transformer 中的 RMSNorm、Linear/GEMM、activation、FFN 和 residual 等计算，在 capture size 确定时通常具有稳定的执行结构；Attention 则需要处理 KV Cache、动态 shape 和运行时 metadata，对 CUDA Graph 的兼容要求更高。</p><p>Piecewise CUDA Graph 要解决的问题因此不是“如何加速 Attention”，而是：</p><blockquote>当 Attention 无法安全进入 CUDA Graph 时，仍让模型其余计算获得 graph replay 的收益。</blockquote><p>vLLM 当前将 <code>PIECEWISE</code> 定义为：Attention 或其他 CUDA Graph 不兼容操作保持 eager，其余部分进入 CUDA Graph。常用的默认模式是 <code>FULL_AND_PIECEWISE</code>，即 uniform decode 尽量使用 Full CUDA Graph，而 prefill 或 mixed batch 使用 Piecewise CUDA Graph。实际选择仍取决于 Attention backend 的兼容能力。(<a href="https://docs.vllm.ai/en/stable/design/cuda_graphs/">vLLM</a>)</p><h2 id="fen-qu-ji-zhi"><span class="heading-num">02</span>分区机制<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#fen-qu-ji-zhi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>传统 vLLM Piecewise Compilation 使用 <code>splitting_ops</code> 指定分区边界，默认边界主要是 Attention custom op。Attention 自身成为独立 submodule，相邻 Attention 之间的计算则组成 CUDA Graph candidate。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM</a>)</p><p>假设简化后的 Transformer 包含三个 Attention：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">Embedding
  -> Attn0
  -> MLP0 / Norm / Projection
  -> Attn1
  -> MLP1 / Norm / Projection
  -> Attn2
  -> MLP2 / FinalNorm</code></pre></div><p>以 <code>vllm::unified_attention_with_output</code> 为 <code>splitting_ops</code> 时，逻辑分区结果为：</p><ul><li><code>Attn0</code>、<code>Attn1</code> 和 <code>Attn2</code> 分别作为 eager boundary；</li><li><code>Embedding</code>、两个 Attention 之间的计算以及末尾计算分别成为 CUDA-Graph-safe region；</li><li>对于包含 <code>N</code> 个 Attention 的典型串行 Transformer，概念上会形成 <code>N</code> 个 eager boundaries 和 <code>N + 1</code> 个 safe regions。新的 Inductor partition 也遵循这一数量关系。(<a href="https://docs.vllm.ai/en/latest/api/vllm/config/compilation/">vLLM</a>)</li></ul><h3 id="split_graph-de-zhi-ze"><span class="heading-num">2.1</span><code>split_graph()</code> 的职责<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#split_graph-de-zhi-ze" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>传统实现中的 <code>split_graph()</code> 遍历 FX nodes，遇到 <code>splitting_ops</code> 时建立新的 subgraph boundary。其核心逻辑可以简化为：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">for</span> node <span style="color: #d73948">in</span> graph.graph.nodes:
    <span style="color: #d73948">if</span> <span style="color: #4b69c6">should_split</span>(node, splitting_ops):
        <span style="color: #74747c">#</span><span style="color: #74747c"> splitting op 单独进入一个 partition</span>
        <span style="color: #d73948">...</span>
    <span style="color: #d73948">else</span>:
        <span style="color: #74747c">#</span><span style="color: #74747c"> 普通 op 留在当前 partition</span>
        <span style="color: #d73948">...</span></code></pre></div><p>随后，<code>torch.fx.passes.split_module.split_module(...)</code> 将完整 FX Graph 转换为多个 <code>GraphModule</code>。实现还通过 <code>is_splitting_graph</code> 区分 boundary operation 和普通 piece；<code>submod_names_to_compile</code> 会过滤 splitting graph，因此二者进入不同的后续编译路径。(<a href="https://github.com/vllm-project/vllm/blob/main/vllm/compilation/backends.py">GitHub</a>)</p><h3 id="wei-shen-me-yi-attention-wei-bian-jie"><span class="heading-num">2.2</span>为什么以 Attention 为边界<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#wei-shen-me-yi-attention-wei-bian-jie" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>分区依据是 CUDA Graph compatibility，而不是 Transformer 的 layer 或 module hierarchy。</p><p>如果按照 layer 切分，一个 graph 会同时包含 Attention 和 FFN。只要 Attention 不兼容 CUDA Graph，同一 layer 中原本稳定的 FFN、RMSNorm、GEMM、residual 和 QKV projection 也无法独立 capture。按照 unsafe op 切分，则可以将这些计算保留在相邻的 safe region 中。</p><p>Attention 适合作为边界还有两个原因：</p><ul><li>它需要处理 KV Cache block mapping、sequence length、slot mapping、PagedAttention、kernel selection 和 attention metadata 等动态状态；</li><li>它对外仍可暴露规则的 Tensor interface。vLLM 将 Attention 包装为 <code>torch.ops.vllm.unified_attention_with_output</code> custom op，且其 output 与 query 具有相同的外部 shape，因此 Dynamo 不必追踪内部实现。(<a href="https://docs.vllm.ai/en/latest/design/torch_compile/">vLLM</a>)</li></ul><p>具体哪些算子位于 Attention custom op 内外，会随模型、fusion 策略和 vLLM 版本变化。这里的分区描述表达的是通用原则，而不是某个模型的精确 FX Graph。</p><h2 id="xing-neng-shou-yi-yu-cheng-ben"><span class="heading-num">03</span>性能收益与成本<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#xing-neng-shou-yi-yu-cheng-ben" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Piecewise CUDA Graph 不会消除 eager Attention 的 launch，但能把 Attention 之间的一串 token-wise kernels 压缩为一次 graph replay。原本需要 CPU 逐个 dispatch 的 RMSNorm、GEMM、activation、residual 和 projection 等操作，可以作为整体重复提交。CUDA Graph 的主要收益正是减少逐 kernel launch 的 CPU 开销。(<a href="https://docs.nvidia.com/cuda/cuda-programming-guide/04-special-topics/cuda-graphs.html">NVIDIA Docs</a>)</p><p>这一模式仍然不是完全动态的。vLLM 会针对一组 <code>cudagraph_capture_sizes</code> 分别 capture，例如：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">vllm serve meta-llama/Llama-3.2-1B \
  --compilation-config '{"cudagraph_capture_sizes": [1, 2, 4, 8]}'</code></pre></div><p>运行时，<code>CUDAGraphWrapper</code> 根据 runtime mode 和 <code>BatchDescriptor</code> 选择 capture、replay 或直接调用原 callable。replay 还要求相关输入地址保持一致。(<a href="https://docs.vllm.ai/en/stable/api/vllm/compilation/cuda_graph/">vLLM</a>)</p><p>相应的代价是 graph artifacts 数量增加。模型越深、safe region 越多、capture size 越多，需要维护的 CUDA Graph 就越多，其规模通常与以下乘积相关：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang"></div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="text">safe region 数量 x capture size 数量</code></pre></div><p>vLLM 社区也讨论过传统 Piecewise 模式可能产生约 <code>#layers × #capture_sizes</code> 量级的 graph artifacts。因此，当整个模型兼容 capture 时，Full CUDA Graph 通常能进一步减少 graph 数量和 replay 次数。(<a href="https://github.com/vllm-project/vllm/issues/20098">GitHub</a>)</p><h2 id="liang-zhong-fen-qu-shi-xian"><span class="heading-num">04</span>两种分区实现<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#liang-zhong-fen-qu-shi-xian" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>当前 vLLM 同时存在 FX-level split 和 Inductor-level partition。两者的关键区别是分区发生在 compiler optimization 之前还是之后。</p><figure class="figure"><figure><table><thead><tr><th>实现</th><th>分区时机</th><th>边界依据</th><th>主要影响</th></tr></thead><tbody><tr><td>FX-level split</td><td>Dynamo 生成 FX Graph 后、Inductor 优化前</td><td><code>splitting_ops</code></td><td>实现直接，但可能阻断跨分区优化</td></tr><tr><td>Inductor-level partition</td><td>Inductor passes 和 fusion 后</td><td><code>torch._C.Tag.cudagraph_unsafe</code></td><td>保留 whole-graph optimization，再生成 safe partitions</td></tr></tbody></table></figure></figure><h3 id="fx-level-split"><span class="heading-num">4.1</span>FX-level split<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#fx-level-split" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>传统路径先根据 <code>splitting_ops</code> 调用 <code>split_graph()</code>，再分别处理生成的 pieces：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">if</span> <span style="color: #d73948">self</span>.compilation_config.use_inductor_graph_partition:
    fx_split_ops <span style="color: #d73948">=</span> []
<span style="color: #d73948">else</span>:
    fx_split_ops <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.compilation_config.splitting_ops <span style="color: #d73948">or</span> []

<span style="color: #d73948">self</span>.split_gm, <span style="color: #d73948">self</span>.piecewise_graphs <span style="color: #d73948">=</span> <span style="color: #4b69c6">split_graph</span>(
    graph,
    fx_split_ops,
)</code></pre></div><p>这条路径的问题是分区发生得较早。Attention 与 Quantization fusion、Sequence Parallelism 等 pass 可能需要观察完整 graph，过早建立 boundary 会限制这类跨区域优化。(<a href="https://docs.vllm.ai/en/stable/design/cuda_graphs/">vLLM</a>)</p><h3 id="inductor-level-partition"><span class="heading-num">4.2</span>Inductor-level partition<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#inductor-level-partition" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>较新的实现通过以下配置启用：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">use_inductor_graph_partition <span style="color: #d73948">=</span> <span style="color: #d73948">True</span></code></pre></div><p>此时 <code>fx_split_ops</code> 为空，vLLM 不再预先按 Attention 切分 FX Graph，而是在 Inductor codegen 阶段识别带有 <code>torch._C.Tag.cudagraph_unsafe</code> 标记的 operation。若存在 <code>N</code> 个 unsafe operations，则生成 <code>N + 1</code> 个 CUDA-Graph-safe partitions，unsafe operations 留在 partition function 之外。(<a href="https://docs.vllm.ai/en/latest/api/vllm/config/compilation/">vLLM</a>)</p><p>这种设计先在完整 graph 上执行 optimization 和 fusion，再确定 CUDA Graph boundaries，解决了 Piecewise boundary 与 compiler fusion boundary 之间的冲突。vLLM 文档截至 2026 年 6 月仍将其描述为基于较新 PyTorch/Inductor 能力的实现路径。(<a href="https://docs.vllm.ai/en/stable/design/cuda_graphs/">vLLM</a>)</p><h2 id="yu-qi-ta-mo-shi-de-guan-xi"><span class="heading-num">05</span>与其他模式的关系<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ml-compilers/piecewise-cuda-graph/#yu-qi-ta-mo-shi-de-guan-xi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Piecewise 与 Full CUDA Graph 的本质区别是 Attention 是否进入 capture 范围。</p><figure class="figure"><figure><table><thead><tr><th>模式</th><th>Attention</th><th>其他计算</th><th>Graph 数量</th><th>适用条件</th></tr></thead><tbody><tr><td><code>NONE</code></td><td>eager</td><td>eager</td><td>0</td><td>兼容性最高，不使用 CUDA Graph</td></tr><tr><td><code>PIECEWISE</code></td><td>通常 eager</td><td>CUDA Graph</td><td>多个</td><td>Attention 无法完整 capture</td></tr><tr><td><code>FULL</code></td><td>CUDA Graph</td><td>CUDA Graph</td><td>模型级别</td><td>Attention backend 支持对应 batch</td></tr><tr><td><code>FULL_AND_PIECEWISE</code></td><td>根据 batch 决定</td><td>CUDA Graph</td><td>同时维护两种路径</td><td>在性能和兼容性之间动态选择</td></tr></tbody></table></figure></figure><p>不同 Attention backend 的 Full CUDA Graph 支持范围并不相同：</p><figure class="figure"><figure><table><thead><tr><th><code>AttentionCGSupport</code></th><th>支持范围</th></tr></thead><tbody><tr><td><code>ALWAYS</code></td><td>mixed、prefill 和 decode</td></tr><tr><td><code>UNIFORM_BATCH</code></td><td>uniform batch</td></tr><tr><td><code>UNIFORM_SINGLE_TOKEN_DECODE</code></td><td>uniform single-token decode batch</td></tr><tr><td><code>NEVER</code></td><td>不支持 Full CUDA Graph</td></tr></tbody></table></figure></figure><p>因此，<code>FULL_AND_PIECEWISE</code> 可以在 backend 能力允许时让 uniform decode 使用 Full CUDA Graph，并在 prefill 或 mixed batch 中回退到 Piecewise CUDA Graph。(<a href="https://docs.vllm.ai/en/stable/design/cuda_graphs/">vLLM</a>)</p><blockquote>Piecewise CUDA Graph 的设计原则可以概括为：以 CUDA-Graph-unsafe operation 为边界，在兼容性受限时保留尽可能大的 CUDA-Graph-safe regions。传统实现采用 <code>Dynamo -> FX split -> Inductor</code>，新实现则采用 <code>Dynamo -> Inductor optimization/fusion -> CUDA Graph partition</code>。</blockquote></div></div></article></main></div></div>]]></content:encoded></item><item><title>Probability and Statistics</title><link>https://blog.kkkzoz.top/posts/ml-systems/math/probability-and-statistics/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/math/probability-and-statistics/</guid><pubDate>Wed, 18 Mar 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="l1-fan-shu"><span class="heading-num">01</span>L1 范数<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/probability-and-statistics/#l1-fan-shu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>The <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1353em; height: 0.683em;" viewBox="0 0 12.772125 7.68375" width="12.772125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" 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0.225 -0.48375 0.68625 -0.72 1.395 -0.72c 0.6975 0 1.24875 0.46125 1.6425 1.38375c 0.25875 0.585 0.7425 2.1375 0.7425 2.89125c 0 0.16875 -0.01125 0.28125 -0.0225 0.3375c -0.045 0.21375 -0.25875 0.48375 -0.50625 0.48375c -0.2925 0 -0.6075 -0.28125 -0.6075 -0.57375Z "/></symbol></defs></svg></span> with <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.6em; height: 0.683em;" viewBox="0 0 6.75 7.68375" width="6.75pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gC08E88E46C34B1A478A7F9E9CB0B072A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gC08E88E46C34B1A478A7F9E9CB0B072A" overflow="visible"><path d="M 0 0m 6.04125 1.54125c -0.25875 -0.88875 -0.63 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.1125 -0.225 0.32625c 0 0.1575 0.0675 0.41625 0.2025 0.765c 0.45 1.22625 0.675 2.03625 0.675 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-0.338625l 1.40175 0.0315l 1.409625 -0.0315v 0.338625h -0.322875c -0.433125 0 -0.669375 0.04725 -0.716625 0.133875c -0.01575 0.0315 -0.023625 0.0945 -0.023625 0.196875v 4.307625c 0 0.212625 -0.0315 0.252 -0.275625 0.252Z "/></symbol></defs></svg></span> norm to a structural group (like a specific attention channel), you take the absolute value of every single parameter in that channel and sum them up. A low <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1353em; height: 0.683em;" viewBox="0 0 12.772125 7.68375" width="12.772125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gA06BB8C6AEEDC6849EA33A85B70563FF" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 7.66125 10.4625)"><use xlink:href="#g28CCAAB5F405CA42E19A94A57A0CD0D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gA06BB8C6AEEDC6849EA33A85B70563FF" overflow="visible"><path d="M 0 0m 5.85 7.50375c 0 0.12375 -0.07875 0.18 -0.225 0.18l -1.6425 -0.03375l -1.47375 0.03375c -0.16875 0.01125 -0.25875 -0.07875 -0.25875 -0.27c 0 -0.07875 0.03375 -0.135 0.10125 -0.14625c 0.10125 -0.01125 0.19125 -0.0225 0.2475 -0.0225c 0.34875 -0.01125 0.54 -0.03375 0.59625 -0.045c 0.05625 -0.01125 0.09 -0.045 0.09 -0.10125c 0 -0.0225 -0.01125 -0.09 -0.045 -0.2025l -1.485 -5.97375c -0.0675 -0.2475 -0.18 -0.39375 -0.34875 -0.45c -0.0675 -0.0225 -0.27 -0.03375 -0.61875 -0.03375c -0.23625 0 -0.34875 -0.09 -0.34875 -0.27c 0 -0.1125 0.1125 -0.16875 0.34875 -0.16875h 5.14125c 0.28125 0 0.30375 0 0.3825 0.21375l 0.8775 2.4075c 0.03375 0.07875 0.045 0.135 0.045 0.16875c 0 0.1125 -0.05625 0.16875 -0.18 0.16875c -0.1125 0 -0.16875 -0.10125 -0.225 -0.25875c -0.21375 -0.55125 -0.41625 -0.9675 -0.585 -1.22625c -0.41625 -0.63 -1.125 -1.035 -2.16 -1.035h -1.04625c -0.12375 0 -0.2025 0 -0.23625 0.01125c -0.07875 0 -0.1125 0.0225 -0.1125 0.05625c 0 0.0225 0.0225 0.10125 0.05625 0.2475l 1.49625 6.0075c 0.0675 0.25875 0.21375 0.405 0.4275 0.46125c 0.0675 0.01125 0.30375 0.0225 0.70875 0.0225c 0.315 0 0.4725 0 0.4725 0.25875Z "/></symbol><symbol id="g28CCAAB5F405CA42E19A94A57A0CD0D" overflow="visible"><path d="M 0 0m 2.386125 5.229c -0.338625 -0.33075 -0.842625 -0.496125 -1.52775 -0.496125v -0.3465c 0.464625 0 0.83475 0.070875 1.11825 0.20475v -3.92175c 0 -0.102375 -0.007875 -0.165375 -0.0315 -0.196875c -0.039375 -0.086625 -0.275625 -0.133875 -0.70875 -0.133875h -0.322875v -0.338625l 1.40175 0.0315l 1.409625 -0.0315v 0.338625h -0.322875c -0.433125 0 -0.669375 0.04725 -0.716625 0.133875c -0.01575 0.0315 -0.023625 0.0945 -0.023625 0.196875v 4.307625c 0 0.212625 -0.0315 0.252 -0.275625 0.252Z "/></symbol></defs></svg></span> norm indicates that the parameters in that group are collectively very close to zero.</p></div></aside><h2 id="l2-fan-shu"><span class="heading-num">02</span>L2 范数<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/probability-and-statistics/#l2-fan-shu" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>The <span role="math" class="math-inline"><svg style="overflow: visible; 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It is the square root of the sum of the squared values of the elements.</p><p>Calculation: For the same weight vector <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.719em; height: 0.683em;" viewBox="0 0 8.08875 7.68375" width="8.08875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gA2398D68B5F61B7EC3C741DAB7E7B68A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gA2398D68B5F61B7EC3C741DAB7E7B68A" overflow="visible"><path d="M 0 0m 6.6375 4.39875c 0 -0.10125 0.05625 -0.21375 0.18 -0.32625c 0.25875 -0.2475 0.39375 -0.55125 0.39375 -0.91125c 0 -0.19125 -0.0675 -0.495 -0.2025 -0.93375c -0.41625 -1.35 -0.945 -2.025 -1.58625 -2.025c -0.52875 0 -0.7875 0.30375 -0.7875 0.9225c 0 0.21375 0.045 0.4725 0.12375 0.79875c 0.2025 0.81 0.41625 1.60875 0.6075 2.43c 0.0225 0.07875 0.03375 0.12375 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A structural group with just a few very large weights will have a high <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1353em; height: 0.683em;" viewBox="0 0 12.772125 7.68375" width="12.772125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gA06BB8C6AEEDC6849EA33A85B70563FF" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 7.66125 10.4625)"><use xlink:href="#g8888C44A5E2DE8DF1B219CB4C7A9BEA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gA06BB8C6AEEDC6849EA33A85B70563FF" overflow="visible"><path d="M 0 0m 5.85 7.50375c 0 0.12375 -0.07875 0.18 -0.225 0.18l -1.6425 -0.03375l -1.47375 0.03375c -0.16875 0.01125 -0.25875 -0.07875 -0.25875 -0.27c 0 -0.07875 0.03375 -0.135 0.10125 -0.14625c 0.10125 -0.01125 0.19125 -0.0225 0.2475 -0.0225c 0.34875 -0.01125 0.54 -0.03375 0.59625 -0.045c 0.05625 -0.01125 0.09 -0.045 0.09 -0.10125c 0 -0.0225 -0.01125 -0.09 -0.045 -0.2025l -1.485 -5.97375c -0.0675 -0.2475 -0.18 -0.39375 -0.34875 -0.45c -0.0675 -0.0225 -0.27 -0.03375 -0.61875 -0.03375c -0.23625 0 -0.34875 -0.09 -0.34875 -0.27c 0 -0.1125 0.1125 -0.16875 0.34875 -0.16875h 5.14125c 0.28125 0 0.30375 0 0.3825 0.21375l 0.8775 2.4075c 0.03375 0.07875 0.045 0.135 0.045 0.16875c 0 0.1125 -0.05625 0.16875 -0.18 0.16875c -0.1125 0 -0.16875 -0.10125 -0.225 -0.25875c -0.21375 -0.55125 -0.41625 -0.9675 -0.585 -1.22625c -0.41625 -0.63 -1.125 -1.035 -2.16 -1.035h -1.04625c -0.12375 0 -0.2025 0 -0.23625 0.01125c -0.07875 0 -0.1125 0.0225 -0.1125 0.05625c 0 0.0225 0.0225 0.10125 0.05625 0.2475l 1.49625 6.0075c 0.0675 0.25875 0.21375 0.405 0.4275 0.46125c 0.0675 0.01125 0.30375 0.0225 0.70875 0.0225c 0.315 0 0.4725 0 0.4725 0.25875Z "/></symbol><symbol id="g8888C44A5E2DE8DF1B219CB4C7A9BEA" overflow="visible"><path d="M 0 0m 0.937125 3.339c 0.252 0 0.441 0.189 0.441 0.441c 0 0.2835 -0.149625 0.433125 -0.441 0.441c 0.17325 0.370125 0.567 0.669375 1.078875 0.669375c 0.693 0 1.14975 -0.51975 1.14975 -1.21275c 0 -0.378 -0.133875 -0.74025 -0.4095 -1.094625c -0.133875 -0.181125 -0.23625 -0.307125 -0.307125 -0.378l -1.866375 -1.850625c -0.102375 -0.0945 -0.086625 -0.118125 -0.086625 -0.354375h 3.2445l 0.244125 1.4805h -0.33075c -0.055125 -0.417375 -0.118125 -0.6615 -0.189 -0.716625c -0.039375 -0.023625 -0.2835 -0.039375 -0.748125 -0.039375h -1.33875c 0.527625 0.464625 1.015875 0.882 1.4805 1.252125c 0.354375 0.275625 0.606375 0.51975 0.763875 0.732375c 0.23625 0.307125 0.354375 0.63 0.354375 0.968625c 0 0.48825 -0.189 0.874125 -0.574875 1.157625c -0.338625 0.259875 -0.763875 0.39375 -1.267875 0.39375c -0.433125 0 -0.80325 -0.126 -1.126125 -0.378c -0.338625 -0.275625 -0.511875 -0.622125 -0.511875 -1.047375c 0 -0.26775 0.196875 -0.464625 0.441 -0.464625Z "/></symbol></defs></svg></span> norm, even if the rest of the weights are near zero. 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divergence is used as the loss function.</li><li>The student model is trained to minimize the KL divergence between its output probability distribution (<span role="math" class="math-inline"><svg style="overflow: visible; width: 0.791em; height: 0.683em;" viewBox="0 0 8.89875 7.68375" width="8.89875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gDD2C4FAB76AD73C74AF79370CB449316" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gDD2C4FAB76AD73C74AF79370CB449316" overflow="visible"><path d="M 0 0m 3.4425 -0.27c 0.32625 0 0.675 0.05625 1.04625 0.1575c -0.03375 -0.4275 -0.045 -0.6975 -0.045 -0.79875c 0 -0.84375 0.32625 -1.27125 0.9675 -1.27125c 0.68625 0 1.215 0.55125 1.47375 1.0575c 0.28125 0.585 0.4275 0.9675 0.4275 1.1475c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.07875 0 -0.135 -0.045 -0.16875 -0.14625c 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aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><ul><li><p>Vector <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.782em; height: 0.683em;" viewBox="0 0 8.7975 7.68375" width="8.7975pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gFCE562F19D672B6FBB15B034F213FC4A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gFCE562F19D672B6FBB15B034F213FC4A" overflow="visible"><path d="M 0 0m 6.24375 7.68375h -3.6c -0.25875 0 -0.3825 -0.01125 -0.3825 -0.25875c 0 -0.12375 0.12375 -0.18 0.37125 -0.18c 0.225 0 0.675 0.03375 0.675 -0.14625c 0 -0.0225 -0.01125 -0.09 -0.045 -0.2025l -1.485 -5.97375c -0.0675 -0.2475 -0.18 -0.39375 -0.3375 -0.45c -0.07875 -0.0225 -0.28125 -0.03375 -0.63 -0.03375c -0.2475 0 -0.36 -0.0225 -0.36 -0.25875c 0 -0.12375 0.0675 -0.18 0.21375 -0.18l 1.40625 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0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="xiang-liang-nei-ji"><span class="heading-num">01</span>向量内积<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#xiang-liang-nei-ji" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="wu-li-yi-yi"><span class="heading-num">1.1</span>物理意义<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#wu-li-yi-yi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>内积本质上是一个向量在另一个向量方向上的投影长度，与基准向量长度的乘积。</p><ul><li>如果提取特征或求取分量，令 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.643em; 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0 0.36 0.27Z m -2.26125 1.29375c 0 -1.08 -1.035 -1.22625 -1.31625 -1.22625c -0.57375 0 -1.02375 0.39375 -1.02375 0.88875c 0 1.215 1.7775 1.3725 2.34 1.40625Z "/></symbol></defs></svg></span> 上的<strong>数值</strong>是相等的</p></div></aside><h2 id="xiang-liang-wai-ji"><span class="heading-num">02</span>向量外积<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#xiang-liang-wai-ji" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>假设有两个列向量 <span role="math" class="math-inline"><svg style="overflow: visible; width: 3.282355556em; height: 0.683em;" viewBox="0 0 36.9265 7.68375" width="36.9265pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g994289850F2DD631BD0F5D169B10AC02" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 9.56 7.68375)"><use 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的成分”。这在神经网络中被称为**联想记忆（Associative Memory）**的数学基础。</li></ul><h3 id="wei-shen-me-xian-xing-zhu-yi-li-zhong-di-k-he-v-yao-shi-yong-wai-ji"><span class="heading-num">2.3</span>为什么线性注意力中的 k 和 v 要使用外积<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#wei-shen-me-xian-xing-zhu-yi-li-zhong-di-k-he-v-yao-shi-yong-wai-ji" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>线性注意力（Linear Attention）通过去掉 Softmax（或用核函数特征映射 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.657em; height: 0.683em;" viewBox="0 0 18.64125 7.68375" width="18.64125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g2DC5D00F5AA069AB6655C6A5F2DEEE5C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.76125 7.68375)"><use 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0 0.225 -0.10125 0.225 -0.315c 0 -0.18 -0.05625 -0.4275 -0.18 -0.75375c -0.41625 -1.11375 -0.63 -1.8675 -0.63 -2.28375c 0 -0.57375 0.19125 -0.9675 0.57375 -1.18125c 0.30375 -0.1575 0.61875 -0.23625 0.945 -0.23625c 1.00125 0 1.69875 1.08 1.99125 1.94625c 0.36 1.0575 0.54 1.83375 0.54 2.32875c 0 0.55125 -0.18 0.82125 -0.52875 0.82125c -0.28125 0 -0.585 -0.2925 -0.585 -0.57375Z "/></symbol><symbol id="g69DE23258A59166CDCCC7A252F4CBAD6" overflow="visible"><path d="M 0 0m 2.559375 4.890375c 0 0.189 -0.149625 0.33075 -0.338625 0.33075c -0.23625 0 -0.464625 -0.2205 -0.464625 -0.45675c 0 -0.189 0.149625 -0.33075 0.338625 -0.33075c 0.23625 0 0.464625 0.2205 0.464625 0.45675Z m -1.047375 -1.393875c -0.370125 0 -0.6615 -0.189 -0.874125 -0.567c -0.181125 -0.315 -0.26775 -0.5355 -0.26775 -0.6615c 0 -0.086625 0.055125 -0.126 0.1575 -0.126c 0.086625 0 0.14175 0.04725 0.17325 0.14175c 0.181125 0.622125 0.441 0.92925 0.7875 0.92925c 0.11025 0 0.165375 -0.07875 0.165375 -0.244125c 0 -0.102375 -0.07875 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href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#yi-ge-jian-dan-ju-ti-de-li-zi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>为了清晰、直观地展示这个过程，我们设定一个序列长度 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.742555556em; height: 0.683em;" viewBox="0 0 30.85375 7.68375" width="30.85375pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gEA0824529685922678925C11BA79A34C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 13.35125 7.68375)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 25.22875 7.68375)"><use xlink:href="#gEE87A624CFA079BB3BE9F0FAC6840F97" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gEA0824529685922678925C11BA79A34C" 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0.3375 0.7875 0.3375 1.18125c 0 1.3275 -1.035 2.205 -2.385 2.205Z "/></symbol></defs></svg></span>。我们设定以下具体的列向量（你可以把它们想象成神经网络中经过线性层输出的具体的特征数值）：</p><p>查询向量（Query）：</p><div role="math" class="math-block"><svg style="overflow: visible; width: 9.830933333em; height: 2.4em; display: block" viewBox="0 0 110.598 27" width="110.598pt" height="27pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 16.3125)"><use xlink:href="#g257D1B9C6A4AA4514840618935D64AFA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.525 16.3125)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 20.4025 16.3125)"><use xlink:href="#gCB972D0DDCF85C2C50F5D127637FFEA3" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 26.3425 9.585)"><use 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-0.03375c 0.03375 -0.07875 0.09 -0.12375 0.18 -0.12375c 0.10125 0 0.16875 0.09 0.21375 0.25875l 0.59625 2.44125c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.05625 0 -0.135 -0.05625 -0.23625 -0.18l -0.48375 -0.585c -0.315 0.50625 -0.84375 0.765 -1.5975 0.765c -0.70875 0 -1.35 -0.27 -1.9125 -0.79875c -0.585 -0.54 -0.8775 -1.15875 -0.8775 -1.8675c 0 -0.81 0.52875 -1.45125 1.1925 -1.63125l 1.18125 -0.30375c 0.6075 -0.16875 0.99 -0.3825 0.99 -1.13625c 0 -0.5175 -0.2025 -0.97875 -0.59625 -1.38375c -0.39375 -0.405 -0.84375 -0.61875 -1.35 -0.61875c -1.1025 0 -1.90125 0.48375 -1.90125 1.575Z "/></symbol></defs></svg></span>”<strong>（等式左边）和</strong>“先计算注意力权重”**（等式右边）两种路径来推演，验证它们为何结果完全一致。</p><h4 id="lu-jing-yi-deng-shi-zuo-bian-s-gong-cheng-shang-de-xian-xing-zhu-yi-li-zheng-xiang-chuan-bo">路径一：等式左边 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.7816em; height: 0.683em;" viewBox="0 0 20.043 7.68375" width="20.043pt" height="7.68375pt" 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"/></symbol></defs></svg></span>（工程上的“线性注意力”正向传播）<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#lu-jing-yi-deng-shi-zuo-bian-s-gong-cheng-shang-de-xian-xing-zhu-yi-li-zheng-xiang-chuan-bo" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>这一步的核心是：先不考虑查询 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.48em; height: 0.683em;" viewBox="0 0 5.4 7.68375" width="5.4pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g257D1B9C6A4AA4514840618935D64AFA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g257D1B9C6A4AA4514840618935D64AFA" overflow="visible"><path d="M 0 0m 4.185 4.24125c -0.225 0.48375 -0.57375 0.73125 -1.035 0.73125c -0.73125 0 -1.3725 -0.37125 -1.92375 -1.125c -0.5175 -0.6975 -0.77625 -1.4175 -0.77625 -2.17125c 0 -0.97875 0.5625 -1.8225 1.49625 -1.8225c 0.405 0 0.81 0.19125 1.22625 0.57375l -0.46125 -1.845c -0.03375 -0.16875 -0.135 -0.27 -0.2925 -0.30375c -0.05625 -0.01125 -0.2025 -0.0225 -0.46125 -0.0225c -0.0675 -0.01125 -0.1125 -0.01125 -0.135 -0.01125c -0.10125 -0.01125 -0.1575 -0.10125 -0.1575 -0.25875v -0.045c 0.03375 -0.07875 0.10125 -0.12375 0.19125 -0.12375c 0.21375 0 0.88875 0.03375 1.1025 0.03375c 0.21375 0 0.9225 -0.03375 1.13625 -0.03375c 0.1575 0 0.23625 0.09 0.23625 0.27c 0 0.1125 -0.1125 0.16875 -0.32625 0.16875c -0.2025 0 -0.48375 -0.01125 -0.48375 0.12375c 0 0.045 0.01125 0.12375 0.045 0.23625l 1.51875 6.1875c 0 0.10125 -0.05625 0.1575 -0.1575 0.1575c -0.2025 0 -0.63 -0.5625 -0.7425 -0.72Z m -0.36 -0.045c 0.10125 -0.23625 0.1575 -0.39375 0.1575 -0.495c 0 -0.01125 -0.01125 -0.07875 -0.03375 -0.18l -0.27 -1.09125c -0.21375 -0.81 -0.315 -1.22625 -0.32625 -1.24875c -0.21375 -0.39375 -0.8325 -1.00125 -1.3725 -1.00125c -0.43875 0 -0.66375 0.3375 -0.66375 1.00125c 0 0.5175 0.34875 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"/></symbol></defs></svg></span> 和 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.496em; height: 0.683em;" viewBox="0 0 5.58 7.68375" width="5.58pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gD6D8A52C0EDC9305F35E2CED5E9BEDD8" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gD6D8A52C0EDC9305F35E2CED5E9BEDD8" overflow="visible"><path d="M 0 0m 4.15125 4.39875c 0 -0.09 0.10125 -0.23625 0.28125 -0.46125c 0.18 -0.225 0.27 -0.48375 0.27 -0.77625c 0 -0.32625 -0.1575 -0.8775 -0.48375 -1.65375c -0.23625 -0.54 -0.77625 -1.305 -1.44 -1.305c -0.5175 0 -0.77625 0.30375 -0.77625 0.9225c 0 0.43875 0.21375 1.215 0.64125 2.32875c 0.09 0.23625 0.135 0.4275 0.135 0.5625c 0 0.5625 -0.3825 0.95625 -0.945 0.95625c -0.495 0 -0.88875 -0.28125 -1.17 -0.84375c -0.225 -0.46125 -0.3375 -0.75375 -0.3375 -0.9c 0 -0.10125 0.05625 -0.1575 0.18 -0.1575c 0.14625 0 0.16875 0.0675 0.21375 0.225c 0.25875 0.9 0.61875 1.35 1.08 1.35c 0.14625 0 0.225 -0.10125 0.225 -0.315c 0 -0.18 -0.05625 -0.4275 -0.18 -0.75375c -0.41625 -1.11375 -0.63 -1.8675 -0.63 -2.28375c 0 -0.57375 0.19125 -0.9675 0.57375 -1.18125c 0.30375 -0.1575 0.61875 -0.23625 0.945 -0.23625c 1.00125 0 1.69875 1.08 1.99125 1.94625c 0.36 1.0575 0.54 1.83375 0.54 2.32875c 0 0.55125 -0.18 0.82125 -0.52875 0.82125c -0.28125 0 -0.585 -0.2925 -0.585 -0.57375Z "/></symbol></defs></svg></span> 压缩成一个系统状态矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.673em; height: 0.683em;" viewBox="0 0 7.57125 7.68375" width="7.57125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gB130677EB8D2693CA2075A15EF2571E1" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol 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-0.25875 -0.25875c 0 -0.07875 0.0225 -0.135 0.07875 -0.19125l 2.26125 -2.26125l -2.26125 -2.26125c -0.05625 -0.05625 -0.07875 -0.1125 -0.07875 -0.19125c 0 -0.14625 0.1125 -0.25875 0.25875 -0.25875c 0.07875 0 0.135 0.0225 0.19125 0.07875l 2.26125 2.26125l 2.26125 -2.26125c 0.05625 -0.05625 0.1125 -0.07875 0.19125 -0.07875c 0.14625 0 0.25875 0.1125 0.25875 0.25875Z "/></symbol></defs></svg></span> 矩阵直接相加，实现了信息的物理叠加压缩：</p><p>$$ S = \sum_{i=1}^{3} k_i v_i^T = \begin{bmatrix} 1 &amp; 1 \ 0 &amp; 0 \end{bmatrix}</p><ul><li>\begin{bmatrix} 0 &amp; 0 \ 2 &amp; 0 \end{bmatrix}</li><li>\begin{bmatrix} 0 &amp; 2 \ 0 &amp; 2 \end{bmatrix} = \begin{bmatrix} 1 &amp; 3 \ 2 &amp; 2 \end{bmatrix} $$</li></ul><p>此时，3 个 token 的全部信息已经被压缩到了这个固定的 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.222444444em; height: 0.683em;" viewBox="0 0 25.0025 7.68375" width="25.0025pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" 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2.26125l 2.26125 -2.26125c 0.05625 -0.05625 0.1125 -0.07875 0.19125 -0.07875c 0.14625 0 0.25875 0.1125 0.25875 0.25875Z "/></symbol></defs></svg></span> 矩阵中。</p><p>第三步：用 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1086em; height: 0.683em;" viewBox="0 0 12.47175 7.68375" width="12.47175pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g257D1B9C6A4AA4514840618935D64AFA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 5.4 3.6)"><use xlink:href="#gC4C065A52F8D99BD7CAEF214B39B3654" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g257D1B9C6A4AA4514840618935D64AFA" overflow="visible"><path d="M 0 0m 4.185 4.24125c -0.225 0.48375 -0.57375 0.73125 -1.035 0.73125c -0.73125 0 -1.3725 -0.37125 -1.92375 -1.125c -0.5175 -0.6975 -0.77625 -1.4175 -0.77625 -2.17125c 0 -0.97875 0.5625 -1.8225 1.49625 -1.8225c 0.405 0 0.81 0.19125 1.22625 0.57375l -0.46125 -1.845c -0.03375 -0.16875 -0.135 -0.27 -0.2925 -0.30375c -0.05625 -0.01125 -0.2025 -0.0225 -0.46125 -0.0225c -0.0675 -0.01125 -0.1125 -0.01125 -0.135 -0.01125c -0.10125 -0.01125 -0.1575 -0.10125 -0.1575 -0.25875v -0.045c 0.03375 -0.07875 0.10125 -0.12375 0.19125 -0.12375c 0.21375 0 0.88875 0.03375 1.1025 0.03375c 0.21375 0 0.9225 -0.03375 1.13625 -0.03375c 0.1575 0 0.23625 0.09 0.23625 0.27c 0 0.1125 -0.1125 0.16875 -0.32625 0.16875c -0.2025 0 -0.48375 -0.01125 -0.48375 0.12375c 0 0.045 0.01125 0.12375 0.045 0.23625l 1.51875 6.1875c 0 0.10125 -0.05625 0.1575 -0.1575 0.1575c -0.2025 0 -0.63 -0.5625 -0.7425 -0.72Z m -0.36 -0.045c 0.10125 -0.23625 0.1575 -0.39375 0.1575 -0.495c 0 -0.01125 -0.01125 -0.07875 -0.03375 -0.18l -0.27 -1.09125c -0.21375 -0.81 -0.315 -1.22625 -0.32625 -1.24875c -0.21375 -0.39375 -0.8325 -1.00125 -1.3725 -1.00125c -0.43875 0 -0.66375 0.3375 -0.66375 1.00125c 0 0.5175 0.34875 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transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gB130677EB8D2693CA2075A15EF2571E1" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gB130677EB8D2693CA2075A15EF2571E1" overflow="visible"><path d="M 0 0m 1.49625 1.76625c 0 0.27 0.03375 0.495 0.09 0.675c 0 0.1125 -0.05625 0.16875 -0.18 0.16875c -0.05625 0 -0.10125 -0.0225 -0.12375 -0.045c -0.05625 -0.05625 -0.6975 -2.475 -0.6975 -2.655c 0 -0.10125 0.05625 -0.1575 0.16875 -0.1575c 0.05625 0 0.135 0.05625 0.23625 0.18l 0.50625 0.59625c 0.39375 -0.5175 1.02375 -0.77625 1.87875 -0.77625c 0.7425 0 1.395 0.30375 1.98 0.9c 0.585 0.59625 0.8775 1.26 0.8775 2.0025c 0 0.52875 -0.18 0.97875 -0.55125 1.33875c -0.16875 0.14625 -0.39375 0.27 -0.675 0.37125c -0.25875 0.05625 -0.50625 0.12375 -0.75375 0.19125l -0.7425 0.2025c -0.37125 0.10125 -0.6525 0.5175 -0.6525 0.9675c 0 0.48375 0.19125 0.9 0.585 1.26c 0.39375 0.36 0.8325 0.54 1.31625 0.54c 1.035 0 1.5525 -0.5625 1.5525 -1.67625c 0 -0.2025 -0.045 -0.4275 -0.045 -0.61875v -0.03375c 0.03375 -0.07875 0.09 -0.12375 0.18 -0.12375c 0.10125 0 0.16875 0.09 0.21375 0.25875l 0.59625 2.44125c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.05625 0 -0.135 -0.05625 -0.23625 -0.18l -0.48375 -0.585c -0.315 0.50625 -0.84375 0.765 -1.5975 0.765c -0.70875 0 -1.35 -0.27 -1.9125 -0.79875c -0.585 -0.54 -0.8775 -1.15875 -0.8775 -1.8675c 0 -0.81 0.52875 -1.45125 1.1925 -1.63125l 1.18125 -0.30375c 0.6075 -0.16875 0.99 -0.3825 0.99 -1.13625c 0 -0.5175 -0.2025 -0.97875 -0.59625 -1.38375c -0.39375 -0.405 -0.84375 -0.61875 -1.35 -0.61875c -1.1025 0 -1.90125 0.48375 -1.90125 1.575Z "/></symbol></defs></svg></span>。</p><p>将行向量 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1086em; height: 0.683em;" viewBox="0 0 12.47175 7.68375" width="12.47175pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g257D1B9C6A4AA4514840618935D64AFA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 5.4 3.6)"><use xlink:href="#gC4C065A52F8D99BD7CAEF214B39B3654" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g257D1B9C6A4AA4514840618935D64AFA" overflow="visible"><path d="M 0 0m 4.185 4.24125c -0.225 0.48375 -0.57375 0.73125 -1.035 0.73125c -0.73125 0 -1.3725 -0.37125 -1.92375 -1.125c -0.5175 -0.6975 -0.77625 -1.4175 -0.77625 -2.17125c 0 -0.97875 0.5625 -1.8225 1.49625 -1.8225c 0.405 0 0.81 0.19125 1.22625 0.57375l -0.46125 -1.845c -0.03375 -0.16875 -0.135 -0.27 -0.2925 -0.30375c -0.05625 -0.01125 -0.2025 -0.0225 -0.46125 -0.0225c -0.0675 -0.01125 -0.1125 -0.01125 -0.135 -0.01125c -0.10125 -0.01125 -0.1575 -0.10125 -0.1575 -0.25875v -0.045c 0.03375 -0.07875 0.10125 -0.12375 0.19125 -0.12375c 0.21375 0 0.88875 0.03375 1.1025 0.03375c 0.21375 0 0.9225 -0.03375 1.13625 -0.03375c 0.1575 0 0.23625 0.09 0.23625 0.27c 0 0.1125 -0.1125 0.16875 -0.32625 0.16875c -0.2025 0 -0.48375 -0.01125 -0.48375 0.12375c 0 0.045 0.01125 0.12375 0.045 0.23625l 1.51875 6.1875c 0 0.10125 -0.05625 0.1575 -0.1575 0.1575c -0.2025 0 -0.63 -0.5625 -0.7425 -0.72Z m -0.36 -0.045c 0.10125 -0.23625 0.1575 -0.39375 0.1575 -0.495c 0 -0.01125 -0.01125 -0.07875 -0.03375 -0.18l -0.27 -1.09125c -0.21375 -0.81 -0.315 -1.22625 -0.32625 -1.24875c -0.21375 -0.39375 -0.8325 -1.00125 -1.3725 -1.00125c -0.43875 0 -0.66375 0.3375 -0.66375 1.00125c 0 0.5175 0.34875 1.7775 0.50625 2.19375c 0.21375 0.52875 0.70875 1.26 1.3275 1.26c 0.30375 0 0.52875 -0.14625 0.675 -0.43875Z "/></symbol><symbol id="gC4C065A52F8D99BD7CAEF214B39B3654" overflow="visible"><path d="M 0 0m 3.094875 4.937625l -1.05525 -4.2525c -0.0315 -0.118125 -0.063 -0.189 -0.086625 -0.2205c -0.070875 -0.086625 -0.338625 -0.126 -0.795375 -0.126c -0.259875 0 -0.385875 0.01575 -0.385875 -0.196875c 0 -0.0945 0.055125 -0.14175 0.165375 -0.14175c 0.42525 0 0.89775 0.039375 1.33875 0.0315l 0.700875 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0.225 -0.10125 0.225 -0.315c 0 -0.18 -0.05625 -0.4275 -0.18 -0.75375c -0.41625 -1.11375 -0.63 -1.8675 -0.63 -2.28375c 0 -0.57375 0.19125 -0.9675 0.57375 -1.18125c 0.30375 -0.1575 0.61875 -0.23625 0.945 -0.23625c 1.00125 0 1.69875 1.08 1.99125 1.94625c 0.36 1.0575 0.54 1.83375 0.54 2.32875c 0 0.55125 -0.18 0.82125 -0.52875 0.82125c -0.28125 0 -0.585 -0.2925 -0.585 -0.57375Z "/></symbol></defs></svg></span>（数学上的“标准注意力”逻辑解析）<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#lu-jing-er-deng-shi-you-bian-shu-xue-shang-de-biao-zhun-zhu-yi-li-luo-ji-jie-xi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><p>这一步的核心是：不构建中间矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.673em; height: 0.683em;" viewBox="0 0 7.57125 7.68375" width="7.57125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 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fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g257D1B9C6A4AA4514840618935D64AFA" overflow="visible"><path d="M 0 0m 4.185 4.24125c -0.225 0.48375 -0.57375 0.73125 -1.035 0.73125c -0.73125 0 -1.3725 -0.37125 -1.92375 -1.125c -0.5175 -0.6975 -0.77625 -1.4175 -0.77625 -2.17125c 0 -0.97875 0.5625 -1.8225 1.49625 -1.8225c 0.405 0 0.81 0.19125 1.22625 0.57375l -0.46125 -1.845c -0.03375 -0.16875 -0.135 -0.27 -0.2925 -0.30375c -0.05625 -0.01125 -0.2025 -0.0225 -0.46125 -0.0225c -0.0675 -0.01125 -0.1125 -0.01125 -0.135 -0.01125c -0.10125 -0.01125 -0.1575 -0.10125 -0.1575 -0.25875v -0.045c 0.03375 -0.07875 0.10125 -0.12375 0.19125 -0.12375c 0.21375 0 0.88875 0.03375 1.1025 0.03375c 0.21375 0 0.9225 -0.03375 1.13625 -0.03375c 0.1575 0 0.23625 0.09 0.23625 0.27c 0 0.1125 -0.1125 0.16875 -0.32625 0.16875c -0.2025 0 -0.48375 -0.01125 -0.48375 0.12375c 0 0.045 0.01125 0.12375 0.045 0.23625l 1.51875 6.1875c 0 0.10125 -0.05625 0.1575 -0.1575 0.1575c -0.2025 0 -0.63 -0.5625 -0.7425 -0.72Z m 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fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g15DC070312075A0699382E0644720678" overflow="visible"><path d="M 0 0m 4.60125 3.97125c 0 -0.2925 0.1575 -0.43875 0.46125 -0.43875c 0.39375 0 0.6525 0.34875 0.6525 0.73125c 0 0.43875 -0.36 0.7425 -0.79875 0.7425c -0.50625 0 -1.04625 -0.3375 -1.6425 -1.00125c -0.46125 -0.50625 -0.8325 -0.8325 -1.13625 -0.97875l 1.13625 4.6125c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.36 0 -1.215 -0.10125 -1.35 -0.1125c -0.16875 -0.0225 -0.2475 -0.10125 -0.2475 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.21375 0 0.50625 0.01125 0.50625 -0.14625l -1.63125 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.19125 0 0.3375 0.09 0.41625 0.25875c 0.05625 0.10125 0.25875 0.9 0.61875 2.4075c 0.585 -0.05625 1.20375 -0.3375 1.20375 -0.9c 0 -0.16875 -0.07875 -0.50625 -0.07875 -0.61875c 0 -0.64125 0.41625 -1.1475 1.0575 -1.1475c 0.6525 0 1.09125 0.585 1.31625 1.755c 0 0.10125 -0.05625 0.1575 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overflow="visible"><path d="M 0 0m 4.60125 3.97125c 0 -0.2925 0.1575 -0.43875 0.46125 -0.43875c 0.39375 0 0.6525 0.34875 0.6525 0.73125c 0 0.43875 -0.36 0.7425 -0.79875 0.7425c -0.50625 0 -1.04625 -0.3375 -1.6425 -1.00125c -0.46125 -0.50625 -0.8325 -0.8325 -1.13625 -0.97875l 1.13625 4.6125c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.36 0 -1.215 -0.10125 -1.35 -0.1125c -0.16875 -0.0225 -0.2475 -0.10125 -0.2475 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.21375 0 0.50625 0.01125 0.50625 -0.14625l -1.63125 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.19125 0 0.3375 0.09 0.41625 0.25875c 0.05625 0.10125 0.25875 0.9 0.61875 2.4075c 0.585 -0.05625 1.20375 -0.3375 1.20375 -0.9c 0 -0.16875 -0.07875 -0.50625 -0.07875 -0.61875c 0 -0.64125 0.41625 -1.1475 1.0575 -1.1475c 0.6525 0 1.09125 0.585 1.31625 1.755c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.10125 0 -0.16875 -0.07875 -0.2025 -0.23625c -0.2475 -0.88875 -0.55125 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12.06 7.68375)"><use xlink:href="#g91C4594885DC082DE3087990A7E753B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g63C23E17ABBF77440C23FE17198EFF6B" overflow="visible"><path d="M 0 0m 6.6825 0.18c 0 -0.12375 0.0675 -0.18 0.21375 -0.18l 1.38375 0.03375c 0.25875 0.01125 1.17 -0.03375 1.38375 -0.03375c 0.16875 0 0.25875 0.09 0.25875 0.27c 0 0.1125 -0.1125 0.16875 -0.34875 0.16875c -0.46125 0 -0.68625 0.045 -0.68625 0.14625c 0 0.03375 0.0225 0.1125 0.05625 0.25875l 1.485 5.92875c 0.05625 0.23625 0.16875 0.3825 0.315 0.43875c 0.0675 0.0225 0.27 0.03375 0.59625 0.03375c 0.28125 0 0.405 0.01125 0.405 0.27c 0 0.1125 -0.1125 0.16875 -0.34875 0.16875h -1.47375c -0.32625 0 -0.32625 -0.0225 -0.4725 -0.23625l -4.005 -6.2325l -0.855 6.17625c -0.045 0.28125 -0.0675 0.2925 -0.39375 0.2925h -1.53c -0.2475 0 -0.37125 -0.01125 -0.37125 -0.25875c 0 -0.12375 0.12375 -0.18 0.36 -0.18c 0.225 0 0.68625 0.03375 0.68625 -0.14625c 0 -0.0225 -0.01125 -0.09 -0.045 -0.2025l -1.4175 -5.65875c -0.10125 -0.4275 -0.36 -0.68625 -0.75375 -0.765c -0.28125 -0.03375 -0.6525 0.01125 -0.6525 -0.2925c 0 -0.12375 0.0675 -0.18 0.2025 -0.18c 0.2025 0 0.91125 0.03375 1.11375 0.03375c 0.21375 0 0.93375 -0.03375 1.1475 -0.03375c 0.16875 0 0.2475 0.09 0.2475 0.27c 0 0.10125 -0.07875 0.1575 -0.2475 0.16875c -0.4725 0 -0.70875 0.14625 -0.70875 0.43875c 0 0.045 0.01125 0.12375 0.045 0.2475l 1.4625 5.86125l 0.93375 -6.69375c 0.03375 -0.19125 0.10125 -0.2925 0.21375 -0.2925c 0.09 0 0.18 0.07875 0.28125 0.225l 4.37625 6.82875l -1.53 -6.13125c -0.0675 -0.2475 -0.18 -0.39375 -0.34875 -0.45c -0.0675 -0.0225 -0.28125 -0.03375 -0.63 -0.03375c -0.23625 0 -0.34875 -0.0225 -0.34875 -0.25875Z "/></symbol><symbol id="g91C4594885DC082DE3087990A7E753B" overflow="visible"><path d="M 0 0m 6.525 4.46625v 0.52875c -0.28125 -0.0225 -0.6075 -0.03375 -0.88875 -0.03375l -1.02375 0.03375v -0.52875c 0.21375 0 0.54 -0.03375 0.54 -0.12375c 0 0 0 -0.0225 -0.05625 -0.135l -1.305 -2.8125l -1.42875 3.07125h 0.6075v 0.52875l -1.395 -0.03375l -1.2825 0.03375v -0.52875h 0.72l 1.96875 -4.23c 0.135 -0.28125 0.28125 -0.28125 0.4275 -0.28125c 0.19125 0 0.30375 0.03375 0.41625 0.27l 1.8675 4.005c 0.0675 0.1575 0.1125 0.23625 0.8325 0.23625Z "/></symbol></defs></svg></span> 时，实际上是以向量 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.607em; height: 0.683em;" viewBox="0 0 6.82875 7.68375" width="6.82875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g91C4594885DC082DE3087990A7E753B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g91C4594885DC082DE3087990A7E753B" overflow="visible"><path d="M 0 0m 6.525 4.46625v 0.52875c -0.28125 -0.0225 -0.6075 -0.03375 -0.88875 -0.03375l -1.02375 0.03375v -0.52875c 0.21375 0 0.54 -0.03375 0.54 -0.12375c 0 0 0 -0.0225 -0.05625 -0.135l -1.305 -2.8125l -1.42875 3.07125h 0.6075v 0.52875l -1.395 -0.03375l -1.2825 0.03375v -0.52875h 0.72l 1.96875 -4.23c 0.135 -0.28125 0.28125 -0.28125 0.4275 -0.28125c 0.19125 0 0.30375 0.03375 0.41625 0.27l 1.8675 4.005c 0.0675 0.1575 0.1125 0.23625 0.8325 0.23625Z "/></symbol></defs></svg></span> 的各个元素作为权重，对矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.072em; height: 0.683em;" viewBox="0 0 12.06 7.68375" width="12.06pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g63C23E17ABBF77440C23FE17198EFF6B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g63C23E17ABBF77440C23FE17198EFF6B" overflow="visible"><path d="M 0 0m 6.6825 0.18c 0 -0.12375 0.0675 -0.18 0.21375 -0.18l 1.38375 0.03375c 0.25875 0.01125 1.17 -0.03375 1.38375 -0.03375c 0.16875 0 0.25875 0.09 0.25875 0.27c 0 0.1125 -0.1125 0.16875 -0.34875 0.16875c -0.46125 0 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0.14175 0.04725 0.17325 0.14175c 0.181125 0.622125 0.441 0.92925 0.7875 0.92925c 0.11025 0 0.165375 -0.07875 0.165375 -0.244125c 0 -0.102375 -0.07875 -0.354375 -0.23625 -0.763875l -0.48825 -1.252125c -0.04725 -0.126 -0.070875 -0.23625 -0.070875 -0.338625c 0 -0.4095 0.354375 -0.693 0.763875 -0.693c 0.370125 0 0.653625 0.189 0.86625 0.574875c 0.181125 0.315 0.26775 0.527625 0.26775 0.64575c 0 0.086625 -0.055125 0.133875 -0.1575 0.133875c -0.04725 -0.007875 -0.102375 -0.04725 -0.1575 -0.126c -0.007875 -0.007875 -0.01575 -0.023625 -0.01575 -0.0315c -0.181125 -0.606375 -0.441 -0.9135 -0.779625 -0.9135c -0.11025 0 -0.165375 0.07875 -0.165375 0.23625c 0 0.118125 0.039375 0.2835 0.126 0.48825l 0.622125 1.614375c 0.0315 0.086625 0.04725 0.17325 0.04725 0.259875c 0 0.4095 -0.354375 0.693 -0.763875 0.693Z "/></symbol></defs></svg></span> 进行计算。</p><ul><li><span role="math" class="math-inline"><svg style="overflow: visible; width: 3.207866667em; height: 0.683em;" viewBox="0 0 36.0885 7.68375" width="36.0885pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gCE84B85D4001DFAEB663FF4052584E7A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 5.95125 10.4625)"><use xlink:href="#g28CCAAB5F405CA42E19A94A57A0CD0D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 10.432125 10.4625)"><use xlink:href="#g28CCAAB5F405CA42E19A94A57A0CD0D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 15.543 7.68375)"><use xlink:href="#gE8B201EB28C67BCC3BA92502992BB954" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 20.5455 7.68375)"><use xlink:href="#gCE84B85D4001DFAEB663FF4052584E7A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 26.49675 10.4625)"><use xlink:href="#g8888C44A5E2DE8DF1B219CB4C7A9BEA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 30.977625 10.4625)"><use xlink:href="#g28CCAAB5F405CA42E19A94A57A0CD0D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gCE84B85D4001DFAEB663FF4052584E7A" overflow="visible"><path d="M 0 0m 5.6025 1.62c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.09 0 -0.1575 -0.07875 -0.19125 -0.23625c -0.225 -0.88875 -0.495 -1.33875 -0.79875 -1.33875c -0.19125 0 -0.2925 0.1575 -0.2925 0.4725c 0 0.14625 0.045 0.41625 0.14625 0.81l 0.64125 2.53125c 0.05625 0.21375 0.07875 0.3375 0.07875 0.39375c 0 0.225 -0.12375 0.3375 -0.37125 0.3375c -0.23625 0 -0.39375 -0.135 -0.4725 -0.39375c -0.23625 0.41625 -0.57375 0.61875 -1.00125 0.61875c -0.73125 0 -1.3725 -0.37125 -1.935 -1.11375c -0.5175 -0.6975 -0.77625 -1.4175 -0.77625 -2.17125c 0 -0.97875 0.57375 -1.81125 1.51875 -1.81125c 0.48375 0 0.95625 0.25875 1.40625 0.77625c 0.12375 -0.4275 0.50625 -0.77625 1.035 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6.4575l 0.3375 -3.4875h -2.41875Z "/></symbol></defs></svg></span> 乘以矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.784em; height: 0.683em;" viewBox="0 0 8.82 7.68375" width="8.82pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g5E2EADB74DAD5DB0DFACB022BBE19136" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g5E2EADB74DAD5DB0DFACB022BBE19136" overflow="visible"><path d="M 0 0m 8.505 6.10875c 0 1.02375 -1.0125 1.575 -2.115 1.575h -3.735c -0.25875 0 -0.37125 -0.01125 -0.37125 -0.27c 0 -0.18 0.225 -0.16875 0.36 -0.16875c 0.3375 -0.01125 0.54 -0.03375 0.59625 -0.045c 0.05625 -0.01125 0.07875 -0.045 0.07875 -0.10125c 0 -0.0225 -0.01125 -0.09 -0.045 -0.2025l -1.485 -5.97375c -0.05625 -0.2475 -0.16875 -0.39375 -0.3375 -0.45c -0.07875 -0.0225 -0.28125 -0.03375 -0.63 -0.03375c -0.23625 0 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-2.1375 2.26125Z "/></symbol></defs></svg></span> 的各个列，正是这些独立乘法的结果：</p><div role="math" class="math-block"><svg style="overflow: visible; width: 22.108266667em; height: 1.1em; display: block" viewBox="0 0 248.718 12.375" width="248.718pt" height="12.375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 9)"><use xlink:href="#gC8C9C3F3C486AD7CB52AFFB5F29E1D46" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 11.99 9)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 23.8675 9)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 32.305 9)"><use xlink:href="#g5E2EADB74DAD5DB0DFACB022BBE19136" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 44.25 9)"><use 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助记</span><span>/01</span></div><div class="callout-body"><ul><li>矩阵乘列向量得到列向量，计算方式为对矩阵的列做加权求和</li><li>把 B 矩阵看作列向量集合，B 的第 j 列就是对 A 的列做加权求和，结果存入 C 的第 j 列</li></ul></div></aside><h3 id="ju-zhen-you-cheng-dui-jiao-fang-zhen"><span class="heading-num">3.2</span>矩阵右乘对角方阵<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#ju-zhen-you-cheng-dui-jiao-fang-zhen" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div role="math" class="math-block"><svg style="overflow: visible; width: 12.604911111em; height: 5.049em; display: block" viewBox="0 0 141.80525 56.80125" width="141.80525pt" height="56.80125pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 31.213125)"><use xlink:href="#gC8C9C3F3C486AD7CB52AFFB5F29E1D46" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 11.99 31.213125)"><use 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0.1575 -0.126c 0.086625 0 0.14175 0.04725 0.17325 0.14175c 0.181125 0.622125 0.441 0.92925 0.7875 0.92925c 0.11025 0 0.165375 -0.07875 0.165375 -0.244125c 0 -0.102375 -0.07875 -0.354375 -0.23625 -0.763875l -0.48825 -1.252125c -0.04725 -0.126 -0.070875 -0.23625 -0.070875 -0.338625c 0 -0.4095 0.354375 -0.693 0.763875 -0.693c 0.370125 0 0.653625 0.189 0.86625 0.574875c 0.181125 0.315 0.26775 0.527625 0.26775 0.64575c 0 0.086625 -0.055125 0.133875 -0.1575 0.133875c -0.04725 -0.007875 -0.102375 -0.04725 -0.1575 -0.126c -0.007875 -0.007875 -0.01575 -0.023625 -0.01575 -0.0315c -0.181125 -0.606375 -0.441 -0.9135 -0.779625 -0.9135c -0.11025 0 -0.165375 0.07875 -0.165375 0.23625c 0 0.118125 0.039375 0.2835 0.126 0.48825l 0.622125 1.614375c 0.0315 0.086625 0.04725 0.17325 0.04725 0.259875c 0 0.4095 -0.354375 0.693 -0.763875 0.693Z "/></symbol></defs></svg></span> <strong>在不同的计算轮次中</strong>都是与 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.9108em; height: 0.683em;" 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0.30375c -0.135 0 -0.2475 -0.0675 -0.32625 -0.21375l -3.87 -6.49125c -0.3375 -0.5625 -0.7875 -0.86625 -1.33875 -0.91125c -0.18 -0.01125 -0.27 -0.10125 -0.27 -0.27c 0 -0.1125 0.0675 -0.16875 0.19125 -0.16875c 0.18 0 0.77625 0.03375 0.95625 0.03375Z m 3.99375 6.4575l 0.3375 -3.4875h -2.41875Z "/></symbol></defs></svg></span> 的每一个行向量分别去左乘矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.784em; height: 0.683em;" viewBox="0 0 8.82 7.68375" width="8.82pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g5E2EADB74DAD5DB0DFACB022BBE19136" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g5E2EADB74DAD5DB0DFACB022BBE19136" overflow="visible"><path d="M 0 0m 8.505 6.10875c 0 1.02375 -1.0125 1.575 -2.115 1.575h -3.735c -0.25875 0 -0.37125 -0.01125 -0.37125 -0.27c 0 -0.18 0.225 -0.16875 0.36 -0.16875c 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href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#ju-zhen-cheng-fa" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>TODO</p><h2 id="l_2-wu-cha"><span class="heading-num">06</span>L_2 误差<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#l_2-wu-cha" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p><span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1353em; height: 0.683em;" viewBox="0 0 12.772125 7.68375" width="12.772125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gA06BB8C6AEEDC6849EA33A85B70563FF" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 7.66125 10.4625)"><use xlink:href="#g8888C44A5E2DE8DF1B219CB4C7A9BEA" x="0" y="0" fill="#222a2d" 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"/></symbol><symbol id="g8888C44A5E2DE8DF1B219CB4C7A9BEA" overflow="visible"><path d="M 0 0m 0.937125 3.339c 0.252 0 0.441 0.189 0.441 0.441c 0 0.2835 -0.149625 0.433125 -0.441 0.441c 0.17325 0.370125 0.567 0.669375 1.078875 0.669375c 0.693 0 1.14975 -0.51975 1.14975 -1.21275c 0 -0.378 -0.133875 -0.74025 -0.4095 -1.094625c -0.133875 -0.181125 -0.23625 -0.307125 -0.307125 -0.378l -1.866375 -1.850625c -0.102375 -0.0945 -0.086625 -0.118125 -0.086625 -0.354375h 3.2445l 0.244125 1.4805h -0.33075c -0.055125 -0.417375 -0.118125 -0.6615 -0.189 -0.716625c -0.039375 -0.023625 -0.2835 -0.039375 -0.748125 -0.039375h -1.33875c 0.527625 0.464625 1.015875 0.882 1.4805 1.252125c 0.354375 0.275625 0.606375 0.51975 0.763875 0.732375c 0.23625 0.307125 0.354375 0.63 0.354375 0.968625c 0 0.48825 -0.189 0.874125 -0.574875 1.157625c -0.338625 0.259875 -0.763875 0.39375 -1.267875 0.39375c -0.433125 0 -0.80325 -0.126 -1.126125 -0.378c -0.338625 -0.275625 -0.511875 -0.622125 -0.511875 -1.047375c 0 -0.26775 0.196875 -0.464625 0.441 -0.464625Z "/></symbol></defs></svg></span> 范数的误差）是一种用于衡量两个向量、矩阵或张量之间差异的标准指标。在几何意义上，它等价于多维空间中的欧几里得距离</p><p>给定一个真实值张量 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.79em; height: 0.683em;" viewBox="0 0 8.8875 7.68375" width="8.8875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g3315065FBF4E786583813861B2C99935" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g3315065FBF4E786583813861B2C99935" overflow="visible"><path d="M 0 0m 7.47 7.65c -0.2025 0 -0.9 0.03375 -1.11375 0.03375c -0.16875 0 -0.25875 -0.09 -0.25875 -0.25875c 0 -0.12375 0.0675 -0.18 0.21375 -0.18c 0.23625 0 0.36 -0.0675 0.36 -0.2025c 0 -0.12375 -0.10125 -0.2925 -0.2925 -0.50625l -2.53125 -2.91375l -1.1925 3.22875c -0.03375 0.09 -0.05625 0.14625 -0.0675 0.18c 0 0.14625 0.2025 0.21375 0.6075 0.21375c 0.21375 0 0.315 0.09 0.315 0.27c 0 0.1125 -0.0675 0.16875 -0.21375 0.16875l -1.40625 -0.03375c -0.2475 0 -1.035 0.03375 -1.2375 0.03375c -0.16875 0 -0.25875 -0.09 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.2025 0 0.37125 -0.0225 0.4725 -0.045c 0.21375 -0.05625 0.225 -0.09 0.2925 -0.30375l 1.3725 -3.65625c 0.03375 -0.07875 0.045 -0.135 0.045 -0.16875l -0.23625 -0.93375c -0.135 -0.57375 -0.225 -0.93375 -0.27 -1.08c -0.07875 -0.30375 -0.1575 -0.48375 -0.23625 -0.54c -0.07875 -0.05625 -0.3375 -0.07875 -0.765 -0.07875c -0.2475 -0.01125 -0.34875 -0.0225 -0.34875 -0.27c 0 -0.1125 0.0675 -0.16875 0.2025 -0.16875l 1.40625 0.03375l 1.4175 -0.03375c 0.16875 -0.01125 0.25875 0.07875 0.25875 0.27c 0 0.07875 -0.03375 0.135 -0.09 0.14625c -0.1125 0.01125 -0.2025 0.0225 -0.25875 0.0225c -0.37125 0.01125 -0.59625 0.03375 -0.6525 0.0675c -0.0225 0.01125 -0.03375 0.03375 -0.03375 0.07875c 0 0.045 0.05625 0.28125 0.1575 0.6975l 0.39375 1.56375c 0.03375 0.14625 0.07875 0.25875 0.14625 0.32625l 2.75625 3.1725l 0.14625 0.14625c 0.2925 0.2925 0.5625 0.495 0.79875 0.59625c 0.19125 0.09 0.405 0.14625 0.64125 0.1575c 0.2025 0.0225 0.25875 0.07875 0.25875 0.25875c 0 0.12375 -0.0675 0.18 -0.19125 0.18c -0.16875 0 -0.7425 -0.03375 -0.91125 -0.03375Z "/></symbol></defs></svg></span> 和一个预测值（或近似值）张量 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.79em; height: 0.683em;" viewBox="0 0 8.8875 7.68375" width="8.8875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g3315065FBF4E786583813861B2C99935" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 1.67625 5.0625)"><use xlink:href="#g5BEAB0BA6F5094D66C4F1471845E3BCF" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g3315065FBF4E786583813861B2C99935" overflow="visible"><path d="M 0 0m 7.47 7.65c 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class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#ml" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="linear"><span class="heading-num">7.1</span>Linear<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/math/matrix-math/#linear" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p><code>nn.Linear(in_features=m, out_features=n)</code></p><div role="math" class="math-block"><svg style="overflow: visible; width: 4.100155556em; height: 1.0328em; display: block" viewBox="0 0 46.12675 11.619" width="46.12675pt" height="11.619pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 9.31275)"><use xlink:href="#g11906699308A75668DCB60C89FD7683A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.9525 9.31275)"><use 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底层按照 row-major 的顺序在连续的内存空间中存储多维数组</p><ul><li>如果按逻辑形态存为 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.700666667em; height: 0.683em;" viewBox="0 0 30.3825 7.68375" width="30.3825pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g9E503CA9497181346C58002156CF85C7" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 4.37625 7.68375)"><use xlink:href="#g3CF91CE5551D57EE912770E80042E544" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 14.25375 7.68375)"><use xlink:href="#gE8B201EB28C67BCC3BA92502992BB954" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 19.25625 7.68375)"><use xlink:href="#gC08E88E46C34B1A478A7F9E9CB0B072A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 26.00625 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href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><blockquote>在和 GGML 打交道时不知道已经写了几篇文档了，这篇一定是最后一个</blockquote><p>这篇文档主要记录我用 GGML 实现一个简单的 LLM Inference Engine 时遇到的问题</p><h2 id="c++"><span class="heading-num">01</span>C++<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#c++" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="initialization"><span class="heading-num">1.1</span>Initialization<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#initialization" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>在 C++ 中， class 中的成员在构造函数体开始<strong>之前</strong>就被默认构造了，要控制其行为，需要使用初始化列表</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">class</span> <span style="color: #4b69c6">Member</span> {
<span style="color: #d73948">public</span>:
    <span style="color: #4b69c6">Member</span>() { 
        std::cout <span style="color: #d73948">&lt;&lt;</span> <span style="color: #198810">"</span><span style="color: #198810">Member 默认构造</span><span style="color: #1d6c76">\n</span><span style="color: #198810">"</span>; 
    }
    <span style="color: #4b69c6">Member</span>(<span style="color: #d73948">int</span> x) { 
        std::cout <span style="color: #d73948">&lt;&lt;</span> <span style="color: #198810">"</span><span style="color: #198810">Member 带参构造: </span><span style="color: #198810">"</span> <span style="color: #d73948">&lt;&lt;</span> x <span style="color: #d73948">&lt;&lt;</span> <span style="color: #198810">"</span><span style="color: #1d6c76">\n</span><span style="color: #198810">"</span>; 
    }
};

<span style="color: #d73948">class</span> <span style="color: #4b69c6">MyClass</span> {
    Member m1;  <span style="color: #74747c">//</span><span style="color: #74747c"> 成员对象</span>
    Member m2;
    <span style="color: #d73948">int</span> value;
    
<span style="color: #d73948">public</span>:
    <span style="color: #74747c">//</span><span style="color: #74747c"> 情况1: 不使用初始化列表</span>
    <span style="color: #4b69c6">MyClass</span>() {
        std::cout <span style="color: #d73948">&lt;&lt;</span> <span style="color: #198810">"</span><span style="color: #198810">构造函数体开始</span><span style="color: #1d6c76">\n</span><span style="color: #198810">"</span>;
        value <span style="color: #d73948">=</span> <span style="color: #b60157">10</span>;  <span style="color: #74747c">//</span><span style="color: #74747c"> 这是赋值，不是初始化！</span>
    }
    
    <span style="color: #74747c">//</span><span style="color: #74747c"> 情况2: 使用初始化列表</span>
    <span style="color: #4b69c6">MyClass</span>(<span style="color: #d73948">int</span> v) : m1(<span style="color: #b60157">1</span>), m2(<span style="color: #b60157">2</span>), value(v) {
        std::cout <span style="color: #d73948">&lt;&lt;</span> <span style="color: #198810">"</span><span style="color: #198810">构造函数体开始</span><span style="color: #1d6c76">\n</span><span style="color: #198810">"</span>;
    }
};

情况 <span style="color: #b60157">1</span> 输出
Member 默认构造    <span style="color: #74747c">//</span><span style="color: #74747c"> m1 在构造函数体前被默认构造</span>
Member 默认构造    <span style="color: #74747c">//</span><span style="color: #74747c"> m2 在构造函数体前被默认构造</span>
<span style="color: #4b69c6">构造函数体开始</span>

<span style="color: #4b69c6">情况</span> <span style="color: #b60157">2</span> 输出
Member 带参构造<span style="color: #d73948">:</span> <span style="color: #b60157">1</span>  <span style="color: #74747c">//</span><span style="color: #74747c"> m1 在构造函数体前初始化</span>
Member 带参构造<span style="color: #d73948">:</span> <span style="color: #b60157">2</span>  <span style="color: #74747c">//</span><span style="color: #74747c"> m2 在构造函数体前初始化</span>
构造函数体开始</code></pre></div><p>对于指针来说，初始化就是将其设置为 nullptr, 对于 STL 容器，就是初始化空容器</p><p>所以我们可以在 constructor 中使用 <code>new</code> <strong>在堆上创建对象，返回一个指针</strong></p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> 方式1：栈上分配</span>
MyClass obj;           <span style="color: #74747c">//</span><span style="color: #74747c"> 直接得到实例（对象本身）</span>
MyClass <span style="color: #4b69c6">obj2</span>(<span style="color: #b60157">10</span>);      <span style="color: #74747c">//</span><span style="color: #74747c"> 带参数构造</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 方式2：堆上分配  </span>
MyClass<span style="color: #d73948">*</span> ptr <span style="color: #d73948">=</span> <span style="color: #d73948">new</span> <span style="color: #4b69c6">MyClass</span>();     <span style="color: #74747c">//</span><span style="color: #74747c"> 得到指针</span>
MyClass<span style="color: #d73948">*</span> ptr2 <span style="color: #d73948">=</span> <span style="color: #d73948">new</span> <span style="color: #4b69c6">MyClass</span>(<span style="color: #b60157">10</span>);  <span style="color: #74747c">//</span><span style="color: #74747c"> 带参数构造</span></code></pre></div><ul><li>在 class 中，默认一切都是 private</li><li>在 struct 中，默认一切都是 public</li></ul><h3 id="reference"><span class="heading-num">1.2</span>Reference<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#reference" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>引用绑定的是变量本身（变量在内存中的那个存储实体）</p><p>如果引用一个指针：</p><ul><li>可以修改指针指向</li><li>修改后引用会跟着变</li></ul><aside class="callout callout-info"><div class="callout-head"><span>SUMMARY</span><span>/02</span></div><div class="callout-body"><p>引用相当于是<strong>变量别名</strong></p></div></aside><p>比如在 ggml 的 example 中有这么一段：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">auto</span> <span style="color: #d73948">&amp;</span>ctx <span style="color: #d73948">=</span> <span style="color: #d73948">this</span>->ctx_w;
<span style="color: #74747c">//</span><span style="color: #74747c"> 此时 this->ctx_w 还没有被初始化，可以认为是 NULL</span>
{
 ggml_init_params params <span style="color: #d73948">=</span> {
            <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_size   =</span><span style="color: #74747c">*/</span>ctx_size,
            <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_buffer =</span><span style="color: #74747c">*/</span><span style="color: #d73948">NULL</span>,
            <span style="color: #74747c">/*</span><span style="color: #74747c">.no_alloc   =</span><span style="color: #74747c">*/</span><span style="color: #d73948">false</span>,
        };

        <span style="color: #d73948">this</span>->ctx_w <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_init</span>(params);
}

{
 <span style="color: #74747c">//</span><span style="color: #74747c"> 此时 this->ctx_w 已经被初始化了，所以引用它的 ctx 也有效</span>
 <span style="color: #d73948">this</span>->ln_f_g <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_new_tensor_1d</span>(ctx, GGML_TYPE_F32, n_embd);
 <span style="color: #d73948">this</span>->ln_f_b <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_new_tensor_1d</span>(ctx, GGML_TYPE_F32, n_embd);
}</code></pre></div><h3 id="pointer"><span class="heading-num">1.3</span>Pointer<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#pointer" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>区别指针的值和指针本身的地址</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span> ctx <span style="color: #d73948">=</span> <span style="color: #d73948">NULL</span>;  <span style="color: #74747c">//</span><span style="color: #74747c"> ctx 是一个指针，它的值是 NULL</span>

<span style="color: #d73948">struct</span> gguf_init_params params <span style="color: #d73948">=</span> {
    <span style="color: #74747c">/*</span><span style="color: #74747c">.no_alloc = </span><span style="color: #74747c">*/</span> <span style="color: #d73948">true</span>,
    <span style="color: #74747c">/*</span><span style="color: #74747c">.ctx      = </span><span style="color: #74747c">*/</span> <span style="color: #d73948">&amp;</span>ctx,  <span style="color: #74747c">//</span><span style="color: #74747c"> ⭐ 这里传递的是 ctx 的地址，不是 ctx 的值！</span>
};

<span style="color: #d73948">--</span><span style="color: #d73948">--</span><span style="color: #d73948">--</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 1. ctx 是一个指针变量</span>
<span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span> ctx <span style="color: #d73948">=</span> <span style="color: #d73948">NULL</span>;

<span style="color: #74747c">//</span><span style="color: #74747c"> 内存布局：</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> 地址: 0x7fff1234  (假设 ctx 变量存储在这个地址)</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> 值:   NULL (0x0)</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 2. &amp;ctx 是"指向指针的指针"</span>
<span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span><span style="color: #d73948">*</span> ptr_to_ctx <span style="color: #d73948">=</span> <span style="color: #d73948">&amp;</span>ctx;

<span style="color: #74747c">//</span><span style="color: #74747c"> &amp;ctx 的值是 0x7fff1234 (ctx 变量的地址)</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> 这个地址本身不是 NULL！</span></code></pre></div><h3 id="tou-wen-jian"><span class="heading-num">1.4</span>头文件<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#tou-wen-jian" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>头文件(.h)应该包含：</p><ul><li>类/结构体的声明</li><li>函数声明</li><li>inline函数的完整定义</li><li>模板的完整定义</li><li>常量声明</li><li>类型别名(typedef/using)</li></ul><p>实现文件(.cpp)应该包含：</p><ul><li>函数的具体实现</li><li>类成员函数的实现</li><li>静态变量的定义</li></ul><p>cpp文件不会随着include头文件而被引入</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> main.cpp</span>
<span style="color: #d73948">#include</span> <span style="color: #198810">"</span><span style="color: #198810">person.h</span><span style="color: #198810">"</span>  <span style="color: #74747c">//</span><span style="color: #74747c"> Only includes declarations from person.h</span>
                     <span style="color: #74747c">//</span><span style="color: #74747c"> Does NOT automatically include person.cpp</span>

<span style="color: #d73948">int</span> <span style="color: #4b69c6">main</span>() {
    Person <span style="color: #4b69c6">p</span>(<span style="color: #198810">"</span><span style="color: #198810">Alice</span><span style="color: #198810">"</span>, <span style="color: #b60157">25</span>);  <span style="color: #74747c">//</span><span style="color: #74747c"> Linker will find implementation in person.cpp</span>
    p.<span style="color: #4b69c6">introduce</span>();
    <span style="color: #d73948">return</span> <span style="color: #b60157">0</span>;
}</code></pre></div><p>对于 CMake 的影响</p><figure class="figure"><figure><table><thead><tr><th>文件类型</th><th>需要在 CMakeLists.txt 中添加？</th></tr></thead><tbody><tr><td>纯头文件 (.h only)</td><td>❌ <strong>不需要</strong></td></tr><tr><td>头文件 + 实现文件 (.h + .cpp)</td><td>✅ 只需添加 <strong>.cpp</strong></td></tr><tr><td>只有实现文件 (.cpp)</td><td>✅ 需要添加</td></tr></tbody></table></figure></figure><h2 id="ggml"><span class="heading-num">02</span>GGML<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#ggml" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="cheatsheet"><span class="heading-num">2.1</span>Cheatsheet<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#cheatsheet" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp">model.a <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_new_tensor_2d</span>(ctx, GGML_TYPE_F32, cols_A, rows_A);
model.b <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_new_tensor_2d</span>(ctx, GGML_TYPE_F32, cols_B, rows_B);

<span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">ggml_new_tensor_2d</span>(
        <span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span> ctx,
        <span style="color: #d73948">enum</span>   ggml_type      type,
        <span style="color: #4b69c6">int64_t</span> ne0,
        <span style="color: #4b69c6">int64_t</span> ne1) {
    <span style="color: #d73948">const</span> <span style="color: #4b69c6">int64_t</span> ne[<span style="color: #b60157">2</span>] <span style="color: #d73948">=</span> { ne0, ne1 };
    <span style="color: #d73948">return</span> <span style="color: #4b69c6">ggml_new_tensor</span>(ctx, type, <span style="color: #b60157">2</span>, ne);
}


<span style="color: #74747c">//</span><span style="color: #74747c"> ne0 -> col</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> ne1 -> row</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> nb0 -> 在 ne0 维度中，移动到相邻的元素（a[row][0] -> a[row][1]），需要在内存中前进多少字节</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> nb1 -> 在 ne1 维度中，移动到相邻的元素(a[0][col] -> a[1][col])，需要在内存中前进多少字节</span>


ggml_tensor <span style="color: #d73948">*</span> c <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_mul_mat</span>(ctx, a, b)

<span style="color: #d73948">=</span><span style="color: #d73948">></span> c <span style="color: #d73948">=</span> b @ a<span style="color: #d73948">^</span>T</code></pre></div><p>关键代码位置：</p><ul><li><code>ggml_backend_cpu_buffer_type</code> - <code>ggml-backend.cpp:2172</code></li></ul><h3 id="nei-cun-bu-ju"><span class="heading-num">2.2</span>内存布局<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#nei-cun-bu-ju" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>"内存连续"的核心含义：</p><ul><li>数据在内存中按行优先顺序紧密排列，没有间隙</li><li><code>nb[i]</code> (stride) 必须等于前面所有维度的乘积，即：<code>nb[i] = nb[i-1] * ne[i-1]</code></li></ul><p>举个例子：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">// 张量：[3, 2] 矩阵
// ne = {3, 2}
// nb = {4, 12}  // 4 = sizeof(float), 12 = 4*3
// 
// 内存布局：
// [a0, a1, a2, b0, b1, b2]
//  ↑________↑   ↑________↑
//   row 0        row 1
//
// nb[0] = 4  (每个元素 4 字节)
// nb[1] = 12 (跳过 3 个元素 = 12 字节才到下一行)</code></pre></div><h4 id="ggml_reshape">ggml_reshape<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#ggml_reshape" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li>要求输入连续</li><li>输出也是连续的</li><li>共享相同的数据指针</li><li>只改变 shape 和 stride，不改变内存布局，<strong>不改变内存中元素的顺序</strong></li></ul><blockquote><p>比如一个 <code>[2, 2]</code> 的矩阵 reshape 为 <code>[1, 4]</code>, 内存连续性没有改变，可以直接放入矩阵乘法中，内部的缓存一致性也没有破坏，矩阵乘法时一直都是线性访问底层的内存</p><ul><li><code>[2, 2]</code> 的布局： <code>[a0(R0C0), a1(R0C1), a2(R1C0), a3(R1C1)]</code></li><li><code>[1, 4]</code> 的布局： <code>[a0(R0C0), a1(R0C1), a2(R0C2), a3(R0C3)]</code></li></ul></blockquote><h4 id="ggml_view">ggml_view<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#ggml_view" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">ggml_view_2d</span>(
        <span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span> ctx,
        <span style="color: #d73948">struct</span> ggml_tensor  <span style="color: #d73948">*</span> a,
        <span style="color: #4b69c6">int64_t</span>               ne0,
        <span style="color: #4b69c6">int64_t</span>               ne1,
        <span style="color: #4b69c6">size_t</span>                nb1,    <span style="color: #74747c">//</span><span style="color: #74747c"> ← 第二维的 stride</span>
        <span style="color: #4b69c6">size_t</span>                offset) { <span style="color: #74747c">//</span><span style="color: #74747c"> ← 起始偏移</span>
    
    <span style="color: #d73948">const</span> <span style="color: #4b69c6">int64_t</span> ne[<span style="color: #b60157">2</span>] <span style="color: #d73948">=</span> { ne0, ne1 };

    <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> result <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_view_impl</span>(ctx, a, <span style="color: #b60157">2</span>, ne, offset);

    <span style="color: #74747c">//</span><span style="color: #74747c"> 手动设置 stride</span>
    result->nb[<span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> nb1;
    result->nb[<span style="color: #b60157">2</span>] <span style="color: #d73948">=</span> result->nb[<span style="color: #b60157">1</span>]<span style="color: #d73948">*</span>ne1;
    result->nb[<span style="color: #b60157">3</span>] <span style="color: #d73948">=</span> result->nb[<span style="color: #b60157">2</span>];

    <span style="color: #d73948">return</span> result;
}</code></pre></div><ul><li>不要求输入内存连续</li><li>输出通常是不连续的（ggml_view 的主要目的就是为了创建非连续的张量视图而无需复制数据）</li><li>共享数据指针</li><li><p>不修改内存</p><ul><li>view 只是改变如何"解释"和"访问"现有内存</li><li>原始数据保持不变</li><li>只创建新的元数据（shape, stride, offset）</li></ul></li></ul><aside class="callout callout-info"><div class="callout-head"><span>QUESTION / 什么情况下会需要 ggml_view?</span><span>/02</span></div><div class="callout-body"></div></aside><p>当你想对一个大张量的<strong>一部分</strong>进行操作，而<strong>不想</strong>支付昂贵的内存复制成本时。<code>ggml_view</code> 本质上是创建了一个“指针”或“引用”。</p><p>最经典的例子就是 LLM (大语言模型) 中的 <strong>KV Cache</strong>。</p><p>假设你有一个 KV Cache 张量，形状为 <code>(batch_size, num_heads, seq_len, head_dim)</code>。</p><ol><li><p><strong>写入新 Token (写操作)：</strong></p><ul><li>你刚计算出当前第 <code>t</code> 个 token 的 Key 和 Value (K/V)。</li><li>你需要把这个 K/V <em>写入</em> 到 KV Cache 的第 <code>t</code> 个位置。</li><li>你<strong>不需要</strong>复制整个 cache。你只需要一个指向 <code>cache[:, :, t, :]</code> 这个“切片”的视图。</li><li><code>ggml_view</code> 就会创建这个视图 (view)。这个视图在 <code>seq_len</code> 维度上是<strong>非连续的</strong>。</li><li>然后你使用 <code>ggml_cpy</code> (copy) 操作，将新计算的 K/V <strong>复制</strong>到这个 <code>view</code> 指向的内存位置。</li></ul></li><li><p><strong>执行注意力 (读操作)：</strong></p><ul><li>在计算注意力时，Query (Q) 需要和<strong>所有</strong>历史的 K (<code>0</code> 到 <code>t</code>) 进行计算。</li><li>你需要一个 <code>cache[:, :, 0:t+1, :]</code> 的视图。</li><li><code>ggml_view</code> 再次创建这个视图。这个视图在 <code>seq_len</code> 维度上是<strong>连续的</strong>（从 0 开始的一个块），但它仍然是一个子集。</li></ul></li></ol><p><strong>其他常见例子：</strong></p><ul><li><strong>获取词向量 (Embedding)：</strong> 从一个 <code>(vocab_size, hidden_dim)</code> 的巨大词表中，通过 <code>ggml_view_1d</code> 取出第 <code>token_id</code> 行。这一行本身是连续的，但它是一个 <code>view</code>。</li><li><strong>多头注意力 (MHA) 拆分：</strong> 将一个 <code>(seq_len, hidden_dim)</code> 的张量，<code>view</code> 成 <code>(seq_len, num_heads, head_dim)</code>，以便分离出不同的头。</li></ul><aside class="callout callout-info"><div class="callout-head"><span>QUESTION / 非连续张量如何参与运算?</span><span>/02</span></div><div class="callout-body"></div></aside><ul><li>对于 element-wise 这类轻量级运算，直接在非连续内存上执行</li><li><p>对于 matrix multiplication 这类计算，需要先将其转换为连续的</p><ul><li>调用 <code>ggml_mul_mat(ctx, a, b)</code> 时，ggml 内部会调用 <code>ggml_is_contiguous(a)</code>，如果 a 不是连续的，ggml 会自动在计算图中插入一个 <code>ggml_cont(ctx, a)</code></li></ul></li></ul><h4 id="ggml_cont">ggml_cont<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#ggml_cont" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li>不要求输入是否连续</li><li>输出一定连续</li><li>会创建新内存</li><li>会修改内存布局</li></ul><p>ggml_cont 会检查输入张量：</p><ul><li>如果输入张量已经是连续的，ggml_cont 在图构建时什么也不做，直接返回原张量。</li><li><p>如果输入张量不是连续的（例如它是一个 view），ggml_cont 就会创建一个新张量，并分配新的内存，然后将非连续的数据复制到这块新内存中，使其变得连续。</p><ul><li>根据 <code>ne0, ne1, nb0, nb1</code> 等元数据访问这个 view, 复制最内层维度的连续块到新张量中</li></ul></li></ul><p>伪代码如下：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> 目标(dst)张量的数据指针，它指向一块连续内存</span>
<span style="color: #d73948">char</span> <span style="color: #d73948">*</span> d_data <span style="color: #d73948">=</span> (<span style="color: #d73948">char</span> <span style="color: #d73948">*</span>) dst->data;

<span style="color: #74747c">//</span><span style="color: #74747c"> 源(src)张量的数据指针</span>
<span style="color: #d73948">const</span> <span style="color: #d73948">char</span> <span style="color: #d73948">*</span> s_data <span style="color: #d73948">=</span> (<span style="color: #d73948">const</span> <span style="color: #d73948">char</span> <span style="color: #d73948">*</span>) src->data;

<span style="color: #74747c">//</span><span style="color: #74747c"> 遍历所有维度 (以4D为例)</span>
<span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i3 <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i3 <span style="color: #d73948">&lt;</span> src->ne[<span style="color: #b60157">3</span>]; i3<span style="color: #d73948">++</span>) {
 <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i2 <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i2 <span style="color: #d73948">&lt;</span> src->ne[<span style="color: #b60157">2</span>]; i2<span style="color: #d73948">++</span>) {
  <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i1 <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i1 <span style="color: #d73948">&lt;</span> src->ne[<span style="color: #b60157">1</span>]; i1<span style="color: #d73948">++</span>) {
   
   <span style="color: #74747c">//</span><span style="color: #74747c"> 1. 计算非连续的源(src)地址</span>
   <span style="color: #74747c">//</span><span style="color: #74747c">    它使用 'nb' (步长) 来跳跃</span>
   <span style="color: #d73948">const</span> <span style="color: #d73948">char</span> <span style="color: #d73948">*</span> s_ptr <span style="color: #d73948">=</span> s_data <span style="color: #d73948">+</span> i3<span style="color: #d73948">*</span>src->nb[<span style="color: #b60157">3</span>] <span style="color: #d73948">+</span> i2<span style="color: #d73948">*</span>src->nb[<span style="color: #b60157">2</span>] <span style="color: #d73948">+</span> i1<span style="color: #d73948">*</span>src->nb[<span style="color: #b60157">1</span>];

   <span style="color: #74747c">//</span><span style="color: #74747c"> 2. 计算连续的目标(dst)地址</span>
   <span style="color: #74747c">//</span><span style="color: #74747c">    它只是简单地在 d_data 基础上累加</span>
   
   <span style="color: #74747c">//</span><span style="color: #74747c"> 3. 复制最内层维度的连续块</span>
   <span style="color: #74747c">//</span><span style="color: #74747c">    (src->ne[0] 个元素, 每个元素 src->nb[0] 字节)</span>
   <span style="color: #4b69c6">memcpy</span>(d_data, s_ptr, src->ne[<span style="color: #b60157">0</span>] <span style="color: #d73948">*</span> src->nb[<span style="color: #b60157">0</span>]);

   <span style="color: #74747c">//</span><span style="color: #74747c"> 4. 推进连续的目标(dst)指针</span>
   d_data <span style="color: #d73948">+=</span> src->ne[<span style="color: #b60157">0</span>] <span style="color: #d73948">*</span> src->nb[<span style="color: #b60157">0</span>];
  }
 }
}</code></pre></div><h4 id="ggml_permute">ggml_permute<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#ggml_permute" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li>不要求输入连续</li><li>输出不连续</li><li>共享数据指针</li><li>不修改内存布局</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">ggml_permute</span>(
        <span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span> ctx,
        <span style="color: #d73948">struct</span> ggml_tensor  <span style="color: #d73948">*</span> a,
        <span style="color: #d73948">int</span>                   axis0,
        <span style="color: #d73948">int</span>                   axis1,
        <span style="color: #d73948">int</span>                   axis2,
        <span style="color: #d73948">int</span>                   axis3) {
    <span style="color: #74747c">//</span><span style="color: #74747c"> ...参数检查...</span>
    
    <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> result <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_view_tensor</span>(ctx, a);  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 创建视图</span>
    <span style="color: #4b69c6">ggml_format_name</span>(result, <span style="color: #198810">"</span><span style="color: #b60157">%s</span><span style="color: #198810"> (permuted)</span><span style="color: #198810">"</span>, a->name);

    <span style="color: #d73948">int</span> ne[GGML_MAX_DIMS];
    <span style="color: #d73948">int</span> nb[GGML_MAX_DIMS];

    <span style="color: #74747c">//</span><span style="color: #74747c"> 重新排列 ne（形状）</span>
    ne[axis0] <span style="color: #d73948">=</span> a->ne[<span style="color: #b60157">0</span>];
    ne[axis1] <span style="color: #d73948">=</span> a->ne[<span style="color: #b60157">1</span>];
    ne[axis2] <span style="color: #d73948">=</span> a->ne[<span style="color: #b60157">2</span>];
    ne[axis3] <span style="color: #d73948">=</span> a->ne[<span style="color: #b60157">3</span>];

    <span style="color: #74747c">//</span><span style="color: #74747c"> 重新排列 nb（stride）</span>
    nb[axis0] <span style="color: #d73948">=</span> a->nb[<span style="color: #b60157">0</span>];
    nb[axis1] <span style="color: #d73948">=</span> a->nb[<span style="color: #b60157">1</span>];
    nb[axis2] <span style="color: #d73948">=</span> a->nb[<span style="color: #b60157">2</span>];
    nb[axis3] <span style="color: #d73948">=</span> a->nb[<span style="color: #b60157">3</span>];

    <span style="color: #74747c">//</span><span style="color: #74747c"> 更新 result 的形状和 stride</span>
    result->ne[<span style="color: #b60157">0</span>] <span style="color: #d73948">=</span> ne[<span style="color: #b60157">0</span>];
    result->ne[<span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> ne[<span style="color: #b60157">1</span>];
    result->ne[<span style="color: #b60157">2</span>] <span style="color: #d73948">=</span> ne[<span style="color: #b60157">2</span>];
    result->ne[<span style="color: #b60157">3</span>] <span style="color: #d73948">=</span> ne[<span style="color: #b60157">3</span>];

    result->nb[<span style="color: #b60157">0</span>] <span style="color: #d73948">=</span> nb[<span style="color: #b60157">0</span>];
    result->nb[<span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> nb[<span style="color: #b60157">1</span>];
    result->nb[<span style="color: #b60157">2</span>] <span style="color: #d73948">=</span> nb[<span style="color: #b60157">2</span>];
    result->nb[<span style="color: #b60157">3</span>] <span style="color: #d73948">=</span> nb[<span style="color: #b60157">3</span>];

    result->op     <span style="color: #d73948">=</span> GGML_OP_PERMUTE;
    result->src[<span style="color: #b60157">0</span>] <span style="color: #d73948">=</span> a;

    <span style="color: #d73948">return</span> result;
}</code></pre></div><p>例子：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp">内存地址<span style="color: #d73948">:</span>  [<span style="color: #b60157">0</span>]  [<span style="color: #b60157">4</span>]  [<span style="color: #b60157">8</span>]  [<span style="color: #b60157">12</span>]
数据<span style="color: #d73948">:</span>       a    b    c    d

<span style="color: #4b69c6">原tensor</span> (<span style="color: #b60157">2</span>, <span style="color: #b60157">2</span>)<span style="color: #d73948">:</span>

ne0 <span style="color: #d73948">=</span> <span style="color: #b60157">2</span> ne1 <span style="color: #d73948">=</span> <span style="color: #b60157">2</span>
<span style="color: #d73948">nb0</span> <span style="color: #d73948">=</span> <span style="color: #b60157">4</span> nb1 <span style="color: #d73948">=</span> <span style="color: #b60157">8</span>

<span style="color: #b60157">访问</span> a[i][j] <span style="color: #d73948">=</span> data[i<span style="color: #d73948">*</span>nb1 <span style="color: #d73948">+</span> j<span style="color: #d73948">*</span>nb0]
a[<span style="color: #b60157">0</span>][<span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> data[<span style="color: #b60157">4</span>] -> b

<span style="color: #4b69c6">ggml_permute</span>(ctx, A, <span style="color: #b60157">1</span>, <span style="color: #b60157">0</span>, <span style="color: #b60157">2</span>, <span style="color: #b60157">3</span>)

ne0 <span style="color: #d73948">=</span> <span style="color: #b60157">2</span> ne1 <span style="color: #d73948">=</span> <span style="color: #b60157">2</span>
<span style="color: #d73948">nb0</span> <span style="color: #d73948">=</span> <span style="color: #b60157">8</span> nb1 <span style="color: #d73948">=</span> <span style="color: #b60157">4</span>

<span style="color: #b60157">访问</span> p[i][j] <span style="color: #d73948">=</span> data[i<span style="color: #d73948">*</span>nb1 <span style="color: #d73948">+</span> j<span style="color: #d73948">*</span>nb0]
p[<span style="color: #b60157">0</span>][<span style="color: #b60157">0</span>] <span style="color: #d73948">=</span> data[<span style="color: #b60157">0</span>] -> a
p[<span style="color: #b60157">0</span>][<span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> data[<span style="color: #b60157">8</span>] -> c
p[<span style="color: #b60157">1</span>][<span style="color: #b60157">0</span>] <span style="color: #d73948">=</span> data[<span style="color: #b60157">4</span>] -> b
p[<span style="color: #b60157">1</span>][<span style="color: #b60157">1</span>] <span style="color: #d73948">=</span> data[<span style="color: #b60157">12</span>] -> d</code></pre></div><h3 id="overview"><span class="heading-num">2.3</span>overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>GGML 中关键组件：</p><ul><li>ggml_tensor: 一个多维矩阵，也是计算图中的一个节点</li><li>ggml_cgraph：表示整个计算图</li><li>ggml_context：维护 tensor 的元数据</li><li>ggml_backend：代表不同的后端，负责具体的算子计算逻辑</li><li>ggml_backend_buffer：后端分配的内存，比如 CPU 对应的就是内存，GPU 对应的就是显存</li></ul><h3 id="ggml-nei-cun-fen-pei-ji-zhi"><span class="heading-num">2.4</span>GGML 内存分配机制<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#ggml-nei-cun-fen-pei-ji-zhi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>在 <code>ggml/example/gpt-2</code> 中，给出了非常清晰的内存分配机制，从简单到复杂，依次是：</p><ul><li>main-ctx</li><li>main-alloc</li><li>main-backend</li><li>main-shed</li></ul><p>我们可以按照这个顺序来了解 GGML 的内存分配机制</p><p>在了解之前，需要知道一些背景知识</p><ol><li>GGML 的内存分配是以 tensor 为单位的</li></ol><p>tensor 代表着一个多维矩阵：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> <span style="color: #4b69c6">ggml_tensor</span> {
 <span style="color: #d73948">enum</span> ggml_type type;
 <span style="color: #d73948">struct</span> ggml_backend_buffer <span style="color: #d73948">*</span> buffer;
 <span style="color: #4b69c6">int64_t</span> ne[GGML_MAX_DIMS]; <span style="color: #74747c">//</span><span style="color: #74747c"> number of elements</span>
 <span style="color: #4b69c6">size_t</span>  nb[GGML_MAX_DIMS]; <span style="color: #74747c">//</span><span style="color: #74747c"> stride in bytes:</span>
          <span style="color: #74747c">//</span><span style="color: #74747c"> nb[0] = ggml_type_size(type)</span>
          <span style="color: #74747c">//</span><span style="color: #74747c"> nb[1] = nb[0]   * (ne[0] / ggml_blck_size(type)) + padding</span>
          <span style="color: #74747c">//</span><span style="color: #74747c"> nb[i] = nb[i-1] * ne[i-1]</span>
 <span style="color: #74747c">//</span><span style="color: #74747c"> compute data</span>
 <span style="color: #d73948">enum</span> ggml_op op;
 <span style="color: #74747c">//</span><span style="color: #74747c"> op params - allocated as int32_t for alignment</span>
 <span style="color: #4b69c6">int32_t</span> op_params[GGML_MAX_OP_PARAMS <span style="color: #d73948">/</span> <span style="color: #d73948">sizeof</span>(<span style="color: #4b69c6">int32_t</span>)];
 <span style="color: #4b69c6">int32_t</span> flags;
 <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> src[GGML_MAX_SRC];
 <span style="color: #74747c">//</span><span style="color: #74747c"> source tensor and offset for views</span>
 <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> view_src;
 <span style="color: #4b69c6">size_t</span>               view_offs;
 <span style="color: #d73948">void</span> <span style="color: #d73948">*</span> data;
 <span style="color: #d73948">char</span> name[GGML_MAX_NAME];
 <span style="color: #d73948">void</span> <span style="color: #d73948">*</span> extra; <span style="color: #74747c">//</span><span style="color: #74747c"> extra things e.g. for ggml-cuda.cu</span>
 <span style="color: #d73948">char</span> padding[<span style="color: #b60157">8</span>];
};</code></pre></div><p>对于单个 tensor 来说，需要区分两种数据：</p><ul><li><strong>元数据</strong>：即整个 tensor 这个结构体，大小是确定的，因为这个结构体中只包含基本数据类型和指针</li><li><strong>底层数据</strong>：存放 tensor 数据内容，这部分大小不确定，而且很可能会被多个不同 tensor 共享</li></ul><ol start="2"><li>GGML 需要在计算开始之前构建完整的计算图，并在计算开始之前<strong>分配所有需要的内存</strong>，实现推理时零分配</li><li>对于一张计算图，有两种节点：中间节点和叶子节点；叶子节点是权重，中间节点是计算产生的中间值</li></ol><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20251124151240.png?h=1422e413598cbf7985a979ef75576e4e3e3b810aeec69768c5c58e7033dcf0fd" alt="pasted-image-20251124151240" loading="lazy" decoding="async"></figure><p>比如上图展示了一个 MLP 的计算图，绿色节点是叶子节点，叶子节点的数据需要我们在计算开始之前加载；蓝色节点是中间节点，中间节点的数据在计算过程中才会产生</p><p>在 GGML 中，计算图的表示是 <code>ggml_cgraph</code>:</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> <span style="color: #4b69c6">ggml_cgraph</span> {
    <span style="color: #d73948">int</span> size;    <span style="color: #74747c">//</span><span style="color: #74747c"> maximum number of nodes/leafs/grads/grad_accs</span>
    <span style="color: #d73948">int</span> n_nodes; <span style="color: #74747c">//</span><span style="color: #74747c"> number of nodes currently in use</span>
    <span style="color: #d73948">int</span> n_leafs; <span style="color: #74747c">//</span><span style="color: #74747c"> number of leafs currently in use</span>

    <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span><span style="color: #d73948">*</span> nodes;     <span style="color: #74747c">//</span><span style="color: #74747c"> tensors with data that can change if the graph is evaluated</span>
    <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span><span style="color: #d73948">*</span> leafs;     <span style="color: #74747c">//</span><span style="color: #74747c"> tensors with constant data</span>
    <span style="color: #4b69c6">int32_t</span>             <span style="color: #d73948">*</span> use_counts;<span style="color: #74747c">//</span><span style="color: #74747c"> number of uses of each tensor, indexed by hash table slot</span>

    <span style="color: #d73948">struct</span> ggml_hash_set visited_hash_set;
    <span style="color: #d73948">enum</span> ggml_cgraph_eval_order order;
};</code></pre></div><hr><p>tensor 的元数据始终存放在 ggml_context 中，但是其真正底层的数据 <code>void * data</code> 位置不确定，可能是在某个 <code>ggml_backend_buffer</code> 中</p><p>ggml_context 维护了一个 memory_pool，这个 memory_pool 的大小需要在初始化 ggml_context 时就确定</p><p>在下文中，我们统一称之为权重和中间值两种</p><p>在大模型推理过程中，由于是一个自回归的过程，所以相同的一张计算图会被运行很多次，其中：</p><ul><li><strong>权重</strong>：在整个模型推理过程中持续存在，只在模型加载时分配一次，在程序结束时释放</li><li>中间值：每次推理都会创建和销毁，用完即可释放 （有点误导，但让我们先这么理解？）</li></ul><p>所以对于这两种 tensor 的内存管理，应该采用两种不同的机制</p><p>从机制的直观到复杂，我们可以</p><ul><li>手动管理所有 tensor 的分配</li><li>手动管理权重 tensor，自动分配并复用中间值</li><li>在单后端上自动管理权重 tensor，自动分配并复用中间值</li><li>在多后端上自动管理权重 tensor，自动分配并复用中间值</li></ul><p>这分别对应着：</p><ul><li>main-ctx</li><li>main-alloc</li><li>main-backend</li><li>main-sched</li></ul><h4 id="main-ctx">main-ctx<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#main-ctx" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li>手动分配权重</li><li>手动分配中间值</li></ul><h5 id="quan-zhong-fen-pei">权重分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#quan-zhong-fen-pei" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><ul><li>手动计算所有 tensor 所需要的总空间，初始化一个对应大小的 <code>ggml_context</code></li><li>声明 tensor</li><li>在 <code>ggml_context</code> 中直接分配对应的内存空间给 tensor</li></ul><p>在 ggml 中，最简单的分配内存的方式就是通过 ggml_context 直接分配</p><p>在初始化 ggml_context 时, 我们可以将 <code>no_alloc</code> 参数设置为 <code>false</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp">ggml_init_params params <span style="color: #d73948">=</span> {
            <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_size   =</span><span style="color: #74747c">*/</span>ctx_size,
            <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_buffer =</span><span style="color: #74747c">*/</span><span style="color: #d73948">NULL</span>,
            <span style="color: #74747c">/*</span><span style="color: #74747c">.no_alloc   =</span><span style="color: #74747c">*/</span><span style="color: #d73948">false</span>,
        };
ctx_w <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_init</span>(params);</code></pre></div><p>这样在运行类似于 <code>ggml_new_tensor_2d</code> 时，会直接在 context 的 memory_pool 中为 tensor 的底层数据分配空间：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> ggml.c: 1640</span>
<span style="color: #d73948">static</span> <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">ggml_new_tensor_impl</span>(<span style="color: #d73948">...</span>){

<span style="color: #4b69c6">size_t</span> obj_alloc_size <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>;

<span style="color: #d73948">if</span> (view_src <span style="color: #d73948">==</span> <span style="color: #d73948">NULL</span> <span style="color: #d73948">&amp;&amp;</span> <span style="color: #d73948">!</span>ctx->no_alloc) {
 <span style="color: #74747c">//</span><span style="color: #74747c"> allocate tensor data in the context's memory pool</span>
 obj_alloc_size <span style="color: #d73948">=</span> data_size;
}

<span style="color: #d73948">struct</span> ggml_object <span style="color: #d73948">*</span> <span style="color: #d73948">const</span> obj_new <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_new_object</span>(ctx, GGML_OBJECT_TYPE_TENSOR, GGML_TENSOR_SIZE <span style="color: #d73948">+</span> obj_alloc_size);

 <span style="color: #d73948">*</span>result <span style="color: #d73948">=</span> (<span style="color: #d73948">struct</span> ggml_tensor) {
  <span style="color: #74747c">//</span><span style="color: #74747c"> ...</span>
  <span style="color: #74747c">/*</span><span style="color: #74747c">.data         =</span><span style="color: #74747c">*/</span> obj_alloc_size <span style="color: #d73948">></span> <span style="color: #b60157">0</span> <span style="color: #d73948">?</span> (<span style="color: #d73948">void</span> <span style="color: #d73948">*</span>)(result <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>) <span style="color: #d73948">:</span> data,
  <span style="color: #74747c">/*</span><span style="color: #74747c">.name         =</span><span style="color: #74747c">*/</span> { <span style="color: #b60157">0</span> },
  <span style="color: #74747c">/*</span><span style="color: #74747c">.extra        =</span><span style="color: #74747c">*/</span> <span style="color: #d73948">NULL</span>,
  <span style="color: #74747c">/*</span><span style="color: #74747c">.padding      =</span><span style="color: #74747c">*/</span> { <span style="color: #b60157">0</span> },
 };

}</code></pre></div><p>main-ctx 正是采用了这种方式，在加载模型时，需要手动计算模型权重需要的内存空间，然后根据大小初始化 ggml_context:</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #4b69c6">size_t</span> ctx_size <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>;

<span style="color: #74747c">//</span><span style="color: #74747c">...</span>

ctx_size <span style="color: #d73948">+=</span> <span style="color: #4b69c6">ggml_row_size</span>(GGML_TYPE_F32, n_embd); <span style="color: #74747c">//</span><span style="color: #74747c"> ln_f_g</span>
ctx_size <span style="color: #d73948">+=</span> <span style="color: #4b69c6">ggml_row_size</span>(GGML_TYPE_F32, n_embd); <span style="color: #74747c">//</span><span style="color: #74747c"> ln_f_b</span>

ctx_size <span style="color: #d73948">+=</span> <span style="color: #4b69c6">ggml_row_size</span>(wtype, n_vocab <span style="color: #d73948">*</span> n_embd);       <span style="color: #74747c">//</span><span style="color: #74747c"> wte</span>
ctx_size <span style="color: #d73948">+=</span> <span style="color: #4b69c6">ggml_row_size</span>(GGML_TYPE_F32, n_ctx <span style="color: #d73948">*</span> n_embd); <span style="color: #74747c">//</span><span style="color: #74747c"> wpe</span>
ctx_size <span style="color: #d73948">+=</span> <span style="color: #4b69c6">ggml_row_size</span>(wtype, n_vocab <span style="color: #d73948">*</span> n_embd);       <span style="color: #74747c">//</span><span style="color: #74747c"> lm_head</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> ...</span>
 </code></pre></div><h5 id="zhong-jian-zhi-fen-pei">中间值分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#zhong-jian-zhi-fen-pei" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>在<strong>每次</strong>开始计算之前(<code>eval</code> 函数内部)，<strong>预估</strong>模型中间值有多大，然后也通过 ggml_context 的 memory pool 来分配空间</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">static</span> <span style="color: #4b69c6">size_t</span> buf_size <span style="color: #d73948">=</span> <span style="color: #b60157">256</span><span style="color: #d73948">u</span> <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span> <span style="color: #d73948">*</span> <span style="color: #b60157">1024</span>;
<span style="color: #d73948">static</span> <span style="color: #d73948">void</span> <span style="color: #d73948">*</span>buf <span style="color: #d73948">=</span> <span style="color: #4b69c6">malloc</span>(buf_size);

<span style="color: #d73948">struct</span> ggml_init_params params <span style="color: #d73948">=</span> {
 <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_size   =</span><span style="color: #74747c">*/</span>buf_size,
 <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_buffer =</span><span style="color: #74747c">*/</span>buf,
 <span style="color: #74747c">/*</span><span style="color: #74747c">.no_alloc   =</span><span style="color: #74747c">*/</span><span style="color: #d73948">false</span>,
};

<span style="color: #d73948">struct</span> ggml_context <span style="color: #d73948">*</span>ctx0 <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_init</span>(params);</code></pre></div><p>在每次计算完成之后，释放本次计算的中间值的内存空间 <code>ggml_free(ctx0)</code></p><h4 id="main-alloc">main-alloc<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#main-alloc" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li>手动分配权重</li><li>自动分配中间值</li></ul><h5 id="quan-zhong-fen-pei-2">权重分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#quan-zhong-fen-pei-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>这部分保持不变，如果我们只是考虑在 CPU 上进行推理，这部分优化的空间很少了（因为权重的生命周期非常长，从模型加载直到程序结束），再进一步优化的话，我们可以考虑有没有一种方法可以自动计算需要的空间，不用每次都让程序员在代码中执行计算？</p><blockquote>这也非常符合直觉，既然我们需要提前声明每个 tensor 的形状和数据类型，那么这个 tensor 的大小其实已经确定了</blockquote><p>在 <code>main-backend</code> 中会对这部分做进一步的优化</p><h5 id="zhong-jian-zhi-fen-pei-2">中间值分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#zhong-jian-zhi-fen-pei-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>思考一下 <code>main-ctx</code> 中的分配方式：在每次计算开始之前分配空间，每次计算完成之后销毁</p><p>假设模型要生成 100 个 token，那么这种创建销毁的操作就会进行 100 次！</p><p>并且一开始中间值大小的估计也非常难，如果我们不去构建整个模型推理时的计算图的话，我们怎么知道到底需要多少内存，所以也只能往大了估，造成内存浪费</p><p>所以在 <code>main-alloc</code> 中引出了 <code>ggml_galloc</code></p><p>在计算开始之前(<code>eval</code> 函数外部)，我们先构建一次计算图，提前分配计算图中间值需要的内存空间，然后在每次 <code>eval</code> 是都复用这块内存</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"> ggml_gallocr_t allocr <span style="color: #d73948">=</span> <span style="color: #d73948">NULL</span>;
    <span style="color: #74747c">//</span><span style="color: #74747c"> allocate the compute buffer</span>
{
 allocr <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_gallocr_new</span>(<span style="color: #4b69c6">ggml_backend_cpu_buffer_type</span>());

 <span style="color: #74747c">//</span><span style="color: #74747c"> create the worst case graph for memory usage estimation</span>
 <span style="color: #d73948">int</span> n_tokens <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">min</span>(model.hparams.n_ctx, params.n_batch);
 <span style="color: #d73948">int</span> n_past <span style="color: #d73948">=</span> model.hparams.n_ctx <span style="color: #d73948">-</span> n_tokens;
 <span style="color: #d73948">struct</span> ggml_cgraph <span style="color: #d73948">*</span> gf <span style="color: #d73948">=</span> <span style="color: #4b69c6">gpt2_graph</span>(model, n_past, n_tokens);

 <span style="color: #74747c">//</span><span style="color: #74747c"> pre-allocate the compute buffer for the worst case (optional)</span>
 <span style="color: #4b69c6">ggml_gallocr_reserve</span>(allocr, gf);
 <span style="color: #4b69c6">size_t</span> mem_size <span style="color: #d73948">=</span>  <span style="color: #4b69c6">ggml_gallocr_get_buffer_size</span>(allocr, <span style="color: #b60157">0</span>);
 <span style="color: #4b69c6">fprintf</span>(stderr, <span style="color: #198810">"</span><span style="color: #b60157">%s</span><span style="color: #198810">: compute buffer size: </span><span style="color: #b60157">%.2f</span><span style="color: #198810"> MB</span><span style="color: #1d6c76">\n</span><span style="color: #198810">"</span>, <span style="color: #d73948">__func__</span>, mem_size<span style="color: #d73948">/</span><span style="color: #b60157">1024</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span><span style="color: #d73948">/</span><span style="color: #b60157">1024</span><span style="color: #b60157">.</span><span style="color: #b60157">0</span>);
}</code></pre></div><p>由于存在 KV Cache，所以每轮计算中，需要的内存空间是不一样的（参与注意力计算的 K 和 V tensor 会越来越大），所以我们应该估算最坏的情况：</p><ul><li>序列长度等于 <code>n_ctx</code></li><li>KV Cache 长度等于 <code>n_ctx-1</code></li></ul><p>然后如上面的代码块所示，这两个值并不是这么计算的，为什么？</p><p>因为 GGML 的计算图是静态的，我们希望在确定整个计算图大小后，在程序的整个生命周期内都不会变化，避免内存的再分配；如果把序列长度设置为 <code>n-ctx</code>，那么如果我的输入序列只有几个 token，则需要 left padding 非常多位，造成了内存的严重浪费；如果每次都根据序列长度分配，那不又回到了 <code>main-ctx</code> 中低效的内存分配方式了吗？</p><p>由于有 KV Cache 的存在，对于一个序列中的所有的 token 的 QKV tensor, 我们都只需要计算一次</p><p>所以我们可以人为确定一个批次(比如 32)，构建计算图时以这个批次为标准，每次只允许最多 <code>n_batch</code> 个 token 参与运算，如果一个序列长度大于 <code>n_batch</code>，那么拆分这个序列，多次喂给这个计算图即可</p><p>所以这个 <code>n_batch</code> 既不能太大（造成内存浪费），也不能太小（虽然不会重复计算，但其中算子 kernel 启动会有开销）</p><aside class="callout callout-warning"><div class="callout-head"><span>ATTENTION</span><span>/03</span></div><div class="callout-body"><p>所以 <code>n_batch</code> 指的是单次计算图能够处理的最大 token 数量，不是单次同时能够处理的输入序列</p></div></aside><p>回到 <code>main-alloc</code> 的设计理念：<strong>在计算开始之前预分配内存，然后在每轮计算时都复用这块内存</strong></p><p>这正好对应了两个关键函数：</p><ul><li>预分配内存：<code>ggml_gallocr_reserve(\*ggml_gallocr_t*\ allocr, \*ggml_cgraph*\ gf)</code></li><li>内存复用：<code>ggml_gallocr_alloc_graph(\*ggml_gallocr_t*\ allocr, \*ggml_cgraph*\ gf)</code></li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #4b69c6">reserve</span>() {
    <span style="color: #b60157">1</span><span style="color: #b60157">.</span> 分析图结构，确定节点分配给哪个后端
    <span style="color: #b60157">2</span><span style="color: #b60157">.</span> 计算每个后端需要的最大内存
    <span style="color: #b60157">3</span><span style="color: #b60157">.</span> 为每个后端创建 buffer（但不分配给 tensor）
    
    <span style="color: #1d6c76">Example</span>:
    GPU buffer<span style="color: #d73948">:</span> <span style="color: #b60157">2</span><span style="color: #d73948">GB</span> (预留但未使用)
    CPU buffer<span style="color: #d73948">:</span> <span style="color: #b60157">512</span><span style="color: #d73948">MB</span> (预留但未使用)
}

<span style="color: #4b69c6">alloc_graph</span>(graph) {
    <span style="color: #b60157">1</span><span style="color: #b60157">.</span> 遍历当前图的所有节点
    <span style="color: #b60157">2</span><span style="color: #b60157">.</span> 从预留的 buffer 中切分内存
    <span style="color: #b60157">3</span><span style="color: #b60157">.</span> 设置每个 tensor->data 指向对应位置
    
    <span style="color: #1d6c76">Example</span>:
    tensor_Q->data <span style="color: #d73948">=</span> gpu_buffer <span style="color: #d73948">+</span> offset_0
    tensor_K->data <span style="color: #d73948">=</span> gpu_buffer <span style="color: #d73948">+</span> offset_1024
    <span style="color: #d73948">...</span>
}</code></pre></div><p>两个函数都需要传入 gallocr 这个对象，是不是复用的内存也存放在 gallocr 内部呢？</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> <span style="color: #4b69c6">ggml_gallocr</span> {
    ggml_backend_buffer_type_t <span style="color: #d73948">*</span> bufts; <span style="color: #74747c">//</span><span style="color: #74747c"> [n_buffers]</span>
    <span style="color: #d73948">struct</span> vbuffer <span style="color: #d73948">*</span><span style="color: #d73948">*</span> buffers; <span style="color: #74747c">//</span><span style="color: #74747c"> [n_buffers]</span>
    <span style="color: #d73948">struct</span> ggml_dyn_tallocr <span style="color: #d73948">*</span><span style="color: #d73948">*</span> buf_tallocs; <span style="color: #74747c">//</span><span style="color: #74747c"> [n_buffers]</span>
    <span style="color: #d73948">int</span> n_buffers;

    <span style="color: #d73948">struct</span> ggml_hash_set hash_set;
    <span style="color: #d73948">struct</span> hash_node <span style="color: #d73948">*</span> hash_values; <span style="color: #74747c">//</span><span style="color: #74747c"> [hash_set.size]</span>

    <span style="color: #d73948">struct</span> node_alloc <span style="color: #d73948">*</span> node_allocs; <span style="color: #74747c">//</span><span style="color: #74747c"> [n_nodes]</span>
    <span style="color: #d73948">int</span> n_nodes;

    <span style="color: #d73948">struct</span> leaf_alloc <span style="color: #d73948">*</span> leaf_allocs; <span style="color: #74747c">//</span><span style="color: #74747c"> [n_leafs]</span>
    <span style="color: #d73948">int</span> n_leafs;
};

<span style="color: #74747c">//</span><span style="color: #74747c"> virtual buffer with contiguous memory range, split into multiple backend buffers (chunks)</span>

<span style="color: #d73948">struct</span> <span style="color: #4b69c6">vbuffer</span> {
    ggml_backend_buffer_t chunks[GGML_VBUFFER_MAX_CHUNKS];
};</code></pre></div><p>可以看到，确实在 ggml_gallocr 内部管理着 <code>vbuffer</code></p><aside class="callout callout-info"><div class="callout-head"><span>QUESTION / 为什么会有多个 ggml_backend_buffer_type_t?</span><span>/02</span></div><div class="callout-body"><p>因为一张计算图中可能会涉及到多个 ggml_backend，比如一个 GPU 和一个 CPU</p></div></aside><p>后续是关于这两个函数的详细解析，可以跳过</p><hr><p>所以对于 <code>ggml_gallocr_reserve(\*ggml_gallocr_t*\ allocr, \*ggml_cgraph*\ gf)</code> 来说，就是遍历整个计算图，计算中间值内存的大小，并预留内存空间的过程：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">bool</span> <span style="color: #4b69c6">ggml_gallocr_reserve_n</span>(<span style="color: #d73948">...</span>){


 <span style="color: #74747c">//</span><span style="color: #74747c"> initialize ggml hash set</span>
 
 <span style="color: #74747c">//</span><span style="color: #74747c"> allocate in hash table</span>
 <span style="color: #74747c">//</span><span style="color: #74747c"> 这个函数并不会实际分配内存，相当于是 Dry Run</span>
 <span style="color: #4b69c6">ggml_gallocr_alloc_graph_impl</span>(galloc, graph, node_buffer_ids, leaf_buffer_ids){
  <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> graph->n_leafs; i<span style="color: #d73948">++</span>) {
         <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> leaf <span style="color: #d73948">=</span> graph->leafs[i];
         <span style="color: #4b69c6">ggml_gallocr_allocate_node</span>(galloc, leaf, <span style="color: #4b69c6">get_node_buffer_id</span>(leaf_buffer_ids, i));
     }
  <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> graph->n_nodes; i<span style="color: #d73948">++</span>) {
         <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> node <span style="color: #d73948">=</span> graph->nodes[i];
      <span style="color: #74747c">//</span><span style="color: #74747c"> allocate nodes</span>
     }
 };
 
 <span style="color: #74747c">//</span><span style="color: #74747c"> 从 Dry Run 中提取 hash table 的信息</span>
 <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> graph->n_nodes; i<span style="color: #d73948">++</span>) {<span style="color: #d73948">...</span>}
 <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> graph->n_leafs; i<span style="color: #d73948">++</span>) {<span style="color: #d73948">...</span>}
 
 <span style="color: #74747c">//</span><span style="color: #74747c"> 分配空间</span>
  <span style="color: #d73948">if</span> (realloc) {
  <span style="color: #4b69c6">ggml_vbuffer_free</span>(galloc->buffers[i]);
  galloc->buffers[i] <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_vbuffer_alloc</span>(galloc->bufts[i], galloc->buf_tallocs[i], GGML_BACKEND_BUFFER_USAGE_COMPUTE){
   <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> n <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; n <span style="color: #d73948">&lt;</span> talloc->n_chunks; n<span style="color: #d73948">++</span>) {
          <span style="color: #4b69c6">size_t</span> chunk_size <span style="color: #d73948">=</span> talloc->chunks[n]->max_size;
          buf->chunks[n] <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_backend_buft_alloc_buffer</span>(buft, chunk_size);
          <span style="color: #d73948">if</span> (buf->chunks[n] <span style="color: #d73948">==</span> <span style="color: #d73948">NULL</span>) {
              <span style="color: #4b69c6">ggml_vbuffer_free</span>(buf);
              <span style="color: #d73948">return</span> <span style="color: #d73948">NULL</span>;
          }
          <span style="color: #4b69c6">ggml_backend_buffer_set_usage</span>(buf->chunks[n], usage);
      }
      <span style="color: #d73948">return</span> buf;
  };
    } 
}</code></pre></div><p>整个函数逻辑比较复杂的原因是，GGML 会尝试内存复用</p><p>举一个例子：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">ascii</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="ascii">权重 W (leaf) ──┐
                 ├─> matmul (node) ──> add (node) ──> output
输入 X (leaf) ──┘                    ↑
                                     bias (leaf)</code></pre></div><ol><li>首先分配所有 leafs: W, X, bias</li><li>按拓扑顺序处理 nodes:</li></ol><ul><li>分配 matmul 结果</li><li>W 和 X 的 n_children 递减</li><li>分配 add 结果</li><li>matmul 的 n_children 变为 0，立即释放其内存</li><li>bias 的 n_children 递减</li></ul><p>内存复用效果：</p><ul><li>W, X, bias 保持存活（leafs）</li><li>matmul 的内存在 add 分配时可以被复用</li><li>峰值内存 = leafs + max(matmul, add)</li></ul><p>对于 <code>ggml_gallocr_alloc_graph</code>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">bool</span> <span style="color: #4b69c6">ggml_gallocr_alloc_graph</span>(ggml_gallocr_t galloc, <span style="color: #d73948">struct</span> ggml_cgraph <span style="color: #d73948">*</span> graph) {
    <span style="color: #74747c">//</span><span style="color: #74747c"> reset buffers</span>
    <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> galloc->n_buffers; i<span style="color: #d73948">++</span>) {
        <span style="color: #d73948">if</span> (galloc->buffers[i] <span style="color: #d73948">!=</span> <span style="color: #d73948">NULL</span>) {
            <span style="color: #4b69c6">ggml_vbuffer_reset</span>(galloc->buffers[i]);
        }
    }
    <span style="color: #74747c">//</span><span style="color: #74747c"> allocate the graph tensors from the previous assignments</span>
    <span style="color: #74747c">//</span><span style="color: #74747c"> leafs</span>
    <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> graph->n_leafs; i<span style="color: #d73948">++</span>) {
        <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> leaf <span style="color: #d73948">=</span> graph->leafs[i];
        <span style="color: #d73948">struct</span> leaf_alloc <span style="color: #d73948">*</span> leaf_alloc <span style="color: #d73948">=</span> <span style="color: #d73948">&amp;</span>galloc->leaf_allocs[i];
        <span style="color: #4b69c6">ggml_gallocr_init_tensor</span>(galloc, leaf, <span style="color: #d73948">&amp;</span>leaf_alloc->leaf);
    }
    <span style="color: #74747c">//</span><span style="color: #74747c"> nodes</span>
    <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> i <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; i <span style="color: #d73948">&lt;</span> graph->n_nodes; i<span style="color: #d73948">++</span>) {
        <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> node <span style="color: #d73948">=</span> graph->nodes[i];
        <span style="color: #d73948">struct</span> node_alloc <span style="color: #d73948">*</span> node_alloc <span style="color: #d73948">=</span> <span style="color: #d73948">&amp;</span>galloc->node_allocs[i];
        <span style="color: #d73948">for</span> (<span style="color: #d73948">int</span> j <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; j <span style="color: #d73948">&lt;</span> GGML_MAX_SRC; j<span style="color: #d73948">++</span>) {
            <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> src <span style="color: #d73948">=</span> node->src[j];
            <span style="color: #d73948">if</span> (src <span style="color: #d73948">==</span> <span style="color: #d73948">NULL</span>) {
                <span style="color: #d73948">continue</span>;
            }
            <span style="color: #4b69c6">ggml_gallocr_init_tensor</span>(galloc, src, <span style="color: #d73948">&amp;</span>node_alloc->src[j]);
        }
        <span style="color: #4b69c6">ggml_gallocr_init_tensor</span>(galloc, node, <span style="color: #d73948">&amp;</span>node_alloc->dst);
    }
    <span style="color: #d73948">return</span> <span style="color: #d73948">true</span>;
}</code></pre></div><h4 id="main-backend">main-backend<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#main-backend" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li><strong>单后端</strong></li><li>自动分配权重</li><li>自动分配中间值</li></ul><p>在程序开始时，需要指定<strong>单个</strong>后端，比如 CUDA，METAL 或者 CPU</p><h5 id="quan-zhong-fen-pei-3">权重分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#quan-zhong-fen-pei-3" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>因为后端不确定，所以我们不能在 ggml_context 中分配权重 tensor 的空间了（这样默认在 CPU 上），所以在初始化 ggml_context 时，用的参数是</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #4b69c6">size_t</span> n_tensors <span style="color: #d73948">=</span> <span style="color: #b60157">2</span> <span style="color: #d73948">+</span> <span style="color: #b60157">6</span> <span style="color: #d73948">+</span> <span style="color: #b60157">12</span><span style="color: #d73948">*</span>model.hparams.n_layer;
<span style="color: #d73948">struct</span> ggml_init_params params <span style="color: #d73948">=</span> {
 <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_size   =</span><span style="color: #74747c">*/</span> <span style="color: #4b69c6">ggml_tensor_overhead</span>() <span style="color: #d73948">*</span> n_tensors,
 <span style="color: #74747c">/*</span><span style="color: #74747c">.mem_buffer =</span><span style="color: #74747c">*/</span> <span style="color: #d73948">NULL</span>,
 <span style="color: #74747c">/*</span><span style="color: #74747c">.no_alloc   =</span><span style="color: #74747c">*/</span> <span style="color: #d73948">true</span>,
};

ctx <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_init</span>(params);</code></pre></div><p>在声明完所有 tensor 后，由下面的代码分配空间：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> allocate the model tensors in a backend buffer</span>
model.buffer_w <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_backend_alloc_ctx_tensors</span>(ctx, model.backend);</code></pre></div><p>其中 ggml_backend -- ggml_backend_buffer_type -- ggml_backend_buffer 由对应关系</p><ul><li><p><code>ggml_backend_buffer_type</code> 类似于工厂函数</p><ul><li>给定一个 <code>tensor</code>，负责确定这个 tensor 的实际所占大小（比如需要考虑内存对齐）</li><li>给定 <code>size</code>，负责创建一块大小为 <code>size</code> 的 <code>ggml_backend_buffer</code></li></ul></li><li><code>ggml_backend_buffer</code> 是实际分配的内存空间</li></ul><p>一般的流程是：</p><ul><li>统计所有 tensor 需要的空间，得到 <code>cur_buf_size</code></li><li>通过 <code>ggml_backend_buffer_type</code> 创建一个大小为 <code>cur_buf_size</code> 的 <code>ggml_backend_buffer</code></li><li>新建一个 <code>ggml_tallocr</code>(tensor allocr)，在这个 <code>ggml_backend_buffer</code> 中为每个 tensor 分配空间</li></ul><p>在 <code>main-backend</code> 中，虽然只支持单后端，但是在模型加载时，还是把 weights 和 KV Cache 分开初始化，分别使用 <code>ctx_w</code> 和 <code>ctx_kv</code> 维护其元数据</p><blockquote>其实是不需要的，但是这样更清晰，为方便过渡到 <code>main-sched</code></blockquote><h5 id="zhong-jian-zhi-fen-pei-3">中间值分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#zhong-jian-zhi-fen-pei-3" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>和 <code>main-alloc</code> 相同，都是采用 <code>ggml_galloc</code> <strong>在计算开始之前预分配内存，然后在每轮计算时都复用这块内存</strong></p><h4 id="main-sched">main-sched<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#main-sched" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><ul><li><strong>多后端</strong></li><li>自动分配权重</li><li>自动分配中间值</li></ul><p>在程序开始后，可以指定把模型后几层放到 GPU 上</p><h5 id="quan-zhong-fen-pei-4">权重分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#quan-zhong-fen-pei-4" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><ul><li>声明 tensor</li><li>初始化不同后端</li><li>确定 tensor 的分配（在哪个 backend 上）</li><li>对于每个 backend，统计 tensor 信息，创建 buffer 和对应的 ggml_tallocr</li><li>对于 KV，判断一下是 GPU 的层数多还是 CPU 的层数多，统一放在层数多的 backend 中</li><li>从文件中读取权重，根据权重名字，先<strong>创建对应 tensor 内存</strong>，再将数据从文件复制到对应的内存中</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> allocate the tensor</span>
ggml_backend_t backend <span style="color: #d73948">=</span> tensor_backends[name];
ggml_tallocr <span style="color: #d73948">*</span> alloc <span style="color: #d73948">=</span> <span style="color: #d73948">&amp;</span>backend_buffers.<span style="color: #4b69c6">find</span>(backend)->second;
<span style="color: #4b69c6">ggml_tallocr_alloc</span>(alloc, tensor);</code></pre></div><aside class="callout callout-info"><div class="callout-head"><span>QUESTION / 为什么不在第 4 步之后统一创建呢？</span><span>/02</span></div><div class="callout-body"><p>TODO: 测试一下效果</p></div></aside><aside class="callout callout-info"><div class="callout-head"><span>QUESTION / 为什么不把 KV Cache 分层，GPU 对应的 KV Cache 放到 GPU 中</span><span>/02</span></div><div class="callout-body"><p>TODO：待测试</p></div></aside><h5 id="zhong-jian-zhi-fen-pei-4">中间值分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#zhong-jian-zhi-fen-pei-4" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h5><p>因为此时涉及到多个 backend，所以只使用 <code>ggml_gallocr</code> 已经不够了，需要引入 <code>ggml_backend_sched</code>, <code>ggml_backend_sched</code> 的作用就是在多个后端之间只能分配和执行计算图</p><p>重要的函数就是 <code>ggml_backend_sched_reserve</code> 和 <code>ggml_backend_sched_alloc_graph</code></p><p>不管是用什么来 reserve 和 alloc_graph，其实都遵循下面这个范式：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #4b69c6">reserve</span>() {
    <span style="color: #b60157">1</span><span style="color: #b60157">.</span> 分析图结构，确定节点分配给哪个后端
    <span style="color: #b60157">2</span><span style="color: #b60157">.</span> 计算每个后端需要的最大内存
    <span style="color: #b60157">3</span><span style="color: #b60157">.</span> 为每个后端创建 buffer（但不分配给 tensor）
    
    <span style="color: #1d6c76">Example</span>:
    GPU buffer<span style="color: #d73948">:</span> <span style="color: #b60157">2</span><span style="color: #d73948">GB</span> (预留但未使用)
    CPU buffer<span style="color: #d73948">:</span> <span style="color: #b60157">512</span><span style="color: #d73948">MB</span> (预留但未使用)
}

<span style="color: #4b69c6">alloc_graph</span>(graph) {
    <span style="color: #b60157">1</span><span style="color: #b60157">.</span> 遍历当前图的所有节点
    <span style="color: #b60157">2</span><span style="color: #b60157">.</span> 从预留的 buffer 中切分内存
    <span style="color: #b60157">3</span><span style="color: #b60157">.</span> 设置每个 tensor->data 指向对应位置
    
    <span style="color: #1d6c76">Example</span>:
    tensor_Q->data <span style="color: #d73948">=</span> gpu_buffer <span style="color: #d73948">+</span> offset_0
    tensor_K->data <span style="color: #d73948">=</span> gpu_buffer <span style="color: #d73948">+</span> offset_1024
    <span style="color: #d73948">...</span>
}</code></pre></div><hr><p>下面是比较详细的分析，可以跳过</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">bool</span> <span style="color: #4b69c6">ggml_backend_sched_reserve</span>(ggml_backend_sched_t sched, <span style="color: #d73948">struct</span> ggml_cgraph <span style="color: #d73948">*</span> measure_graph) {
    <span style="color: #4b69c6">GGML_ASSERT</span>(sched);
    <span style="color: #4b69c6">GGML_ASSERT</span>((<span style="color: #d73948">int</span>)sched->hash_set.size <span style="color: #d73948">>=</span> measure_graph->n_nodes <span style="color: #d73948">+</span> measure_graph->n_leafs);

    <span style="color: #4b69c6">ggml_backend_sched_synchronize</span>(sched);

    <span style="color: #4b69c6">ggml_backend_sched_split_graph</span>(sched, measure_graph);

    <span style="color: #d73948">if</span> (<span style="color: #d73948">!</span><span style="color: #4b69c6">ggml_gallocr_reserve_n</span>(sched->galloc, <span style="color: #d73948">&amp;</span>sched->graph, sched->node_backend_ids, sched->leaf_backend_ids)) {
        <span style="color: #d73948">return</span> <span style="color: #d73948">false</span>;
    }

    <span style="color: #4b69c6">ggml_backend_sched_reset</span>(sched);

    <span style="color: #d73948">return</span> <span style="color: #d73948">true</span>;
}</code></pre></div><p>其中 <code>ggml_backend_sched_split_graph()</code> 可以详细分析一下：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> assigns backends to ops and splits the graph into subgraphs that can be computed on the same backend</span>
<span style="color: #d73948">void</span> <span style="color: #4b69c6">ggml_backend_sched_split_graph</span>(ggml_backend_sched_t sched, <span style="color: #d73948">struct</span> ggml_cgraph <span style="color: #d73948">*</span> graph) {}</code></pre></div><p>其中主要有 5 个 pass:</p><ul><li><strong>Pass 1: 基于预分配张量的后端分配</strong></li></ul><p>核心逻辑：</p><ul><li><p>如果节点的输入是权重，优先使用权重所在的后端</p></li><li><p>如果是用户输入（GGML_TENSOR_FLAG_INPUT），分配到 CPU</p></li><li><p><strong>Pass 2: 扩展 GPU Backend</strong></p></li></ul><p>逻辑：</p><ul><li><p>从已分配的 GPU 节点开始，向下/向上扩展</p></li><li><p>遇到 CPU 节点就重置（停止扩展）</p></li><li><p><strong>Pass 3: 升级到兼容的高优先级后端</strong></p></li><li><p>如果节点可以在更高优先级的后端上运行，且不需要额外数据传输，就升级</p></li><li><p><strong>Pass 4</strong>: 分配剩余源张量</p></li><li><p><strong>Pass 5</strong>: 图分割和标记需要复制的张量</p></li><li><p>将图分割成多个子图，每个子图在一个后端上运行</p></li></ul><h2 id="llama.cpp-cheatsheet"><span class="heading-num">03</span>llama.cpp Cheatsheet<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#llama.cpp-cheatsheet" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>关键变量定义：</p><ul><li><code>llama_model</code> -- llama-model.h:379</li><li><code>llama_model::imp</code> -- llama-model.cpp:397</li></ul><p>关键模型定义：</p><ul><li><code>build_graph</code> -- llama-model.cpp:18146</li></ul><h2 id="llama.cpp"><span class="heading-num">04</span>llama.cpp<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#llama.cpp" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="overview-2"><span class="heading-num">4.1</span>Overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#overview-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><ul><li><p><code>llama_model</code></p><ul><li>模型架构信息 <code>arch</code>, <code>type</code>, <code>hparams</code></li><li><p>权重 tensor</p><ul><li>基础层</li><li><code>std::vector&lt;llama_layer> layers</code></li></ul></li></ul></li><li><p><code>llama_layer</code></p><ul><li>单个 Transformer 的权重</li></ul></li><li><p><code>llama_graph_context</code></p><ul><li>调度器</li><li>计算图</li><li>计算图中间值的 ggml_context</li></ul></li></ul><p>所有模型都采用同一个 llama_model, 但不同的模型有不同的 <code>llama_graph_context</code> 子类</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> <span style="color: #4b69c6">llm_graph_context</span> {  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 基类</span>
    <span style="color: #d73948">virtual</span> <span style="color: #4b69c6">~llm_graph_context</span>() <span style="color: #d73948">=</span> <span style="color: #d73948">default</span>;
    
    <span style="color: #74747c">//</span><span style="color: #74747c"> 通用的构建方法</span>
    ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">build_norm</span>(<span style="color: #d73948">...</span>);
    ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">build_ffn</span>(<span style="color: #d73948">...</span>);
    ggml_tensor <span style="color: #d73948">*</span> <span style="color: #4b69c6">build_attn</span>(<span style="color: #d73948">...</span>);
    
    ggml_context <span style="color: #d73948">*</span> ctx0;
    ggml_cgraph <span style="color: #d73948">*</span> gf;
};

<span style="color: #74747c">//</span><span style="color: #74747c"> 每个模型架构有自己的图构建器</span>
<span style="color: #d73948">struct</span> <span style="color: #4b69c6">llm_build_qwen3</span> : <span style="color: #d73948">public</span> <span style="color: #8b41b1">llm_graph_context</span> {  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 子类</span>
    <span style="color: #4b69c6">llm_build_qwen3</span>(<span style="color: #d73948">const</span> llama_model <span style="color: #d73948">&amp;</span> model, <span style="color: #d73948">const</span> llm_graph_params <span style="color: #d73948">&amp;</span> params);
    <span style="color: #74747c">//</span><span style="color: #74747c"> 构造函数中构建 Qwen3 特定的计算图</span>
};

<span style="color: #d73948">struct</span> <span style="color: #4b69c6">llm_build_llama</span> : <span style="color: #d73948">public</span> <span style="color: #8b41b1">llm_graph_context</span> {  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 子类</span>
    <span style="color: #4b69c6">llm_build_llama</span>(<span style="color: #d73948">const</span> llama_model <span style="color: #d73948">&amp;</span> model, <span style="color: #d73948">const</span> llm_graph_params <span style="color: #d73948">&amp;</span> params);
    <span style="color: #74747c">//</span><span style="color: #74747c"> 构造函数中构建 Llama 特定的计算图</span>
};</code></pre></div><p>加载模型时没有多态</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> 1. 创建统一的 llama_model 对象</span>
llama_model <span style="color: #d73948">*</span> model <span style="color: #d73948">=</span> <span style="color: #d73948">new</span> <span style="color: #4b69c6">llama_model</span>(params);

<span style="color: #74747c">//</span><span style="color: #74747c"> 2. 从 GGUF 读取架构类型</span>
model->arch <span style="color: #d73948">=</span> LLM_ARCH_QWEN3;  <span style="color: #74747c">//</span><span style="color: #74747c"> 或 LLM_ARCH_LLAMA 等</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 3. 所有模型共享相同的权重存储结构</span>
model->layers.<span style="color: #4b69c6">resize</span>(<span style="color: #b60157">32</span>);
model->layers[<span style="color: #b60157">0</span>].wq <span style="color: #d73948">=</span> ml.<span style="color: #4b69c6">create_tensor</span>(<span style="color: #d73948">...</span>);  <span style="color: #74747c">//</span><span style="color: #74747c"> Qwen3 用这个</span>
model->layers[<span style="color: #b60157">0</span>].wk <span style="color: #d73948">=</span> ml.<span style="color: #4b69c6">create_tensor</span>(<span style="color: #d73948">...</span>);  <span style="color: #74747c">//</span><span style="color: #74747c"> Llama 也用这个</span></code></pre></div><p>构建计算图时使用了多态</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp">ggml_cgraph <span style="color: #d73948">*</span> llama_model::<span style="color: #4b69c6">build_graph</span>(<span style="color: #d73948">const</span> llm_graph_params <span style="color: #d73948">&amp;</span> params) <span style="color: #d73948">const</span> {
    std::unique_ptr&lt;llm_graph_context> llm;  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 多态指针</span>
    
    <span style="color: #74747c">//</span><span style="color: #74747c"> 根据架构类型创建不同的图构建器</span>
    <span style="color: #d73948">switch</span> (arch) {
        <span style="color: #d73948">case</span> LLM_ARCH_QWEN3:
            llm <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">make_unique</span>&lt;llm_build_qwen3>(<span style="color: #d73948">*</span><span style="color: #d73948">this</span>, params);
            <span style="color: #74747c">//</span><span style="color: #74747c">    ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^</span>
            <span style="color: #74747c">//</span><span style="color: #74747c">    构造函数中会构建 Qwen3 特定的计算图</span>
            <span style="color: #d73948">break</span>;
            
        <span style="color: #d73948">case</span> LLM_ARCH_LLAMA:
            llm <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">make_unique</span>&lt;llm_build_llama>(<span style="color: #d73948">*</span><span style="color: #d73948">this</span>, params);
            <span style="color: #74747c">//</span><span style="color: #74747c">    ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^</span>
            <span style="color: #74747c">//</span><span style="color: #74747c">    构造函数中会构建 Llama 特定的计算图</span>
            <span style="color: #d73948">break</span>;
            
        <span style="color: #74747c">//</span><span style="color: #74747c"> ... 其他架构</span>
    }
    
    <span style="color: #d73948">return</span> llm->gf;  <span style="color: #74747c">//</span><span style="color: #74747c"> 返回构建好的计算图</span>
}</code></pre></div><p>llama_model 还有一个 pimpl 用于隐藏设计细节:</p><blockquote>比如权重加载时的一些数据，在模型真正推理时，你不会使用到这部分数据的</blockquote><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> llama_model::<span style="color: #4b69c6">impl</span> {
    <span style="color: #4b69c6">impl</span>() {}
    <span style="color: #4b69c6">~impl</span>() {}

    <span style="color: #4b69c6">uint64_t</span> n_elements <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>;

    <span style="color: #4b69c6">size_t</span> n_bytes <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>;

    std::string desc_str;

    <span style="color: #74747c">//</span><span style="color: #74747c"> model memory mapped files</span>
    llama_mmaps mappings;

    <span style="color: #74747c">//</span><span style="color: #74747c"> objects representing data potentially being locked in memory</span>
    llama_mlocks mlock_bufs;
    llama_mlocks mlock_mmaps;

    <span style="color: #74747c">//</span><span style="color: #74747c"> contexts where the model tensors metadata is stored</span>
    std::vector&lt;ggml_context_ptr> ctxs;

    <span style="color: #74747c">//</span><span style="color: #74747c"> the model memory buffers for the tensor data</span>
    std::vector&lt;ggml_backend_buffer_ptr> bufs;

    buft_list_t cpu_buft_list;
    std::map&lt;ggml_backend_dev_t, buft_list_t> gpu_buft_list;

    <span style="color: #d73948">struct</span> <span style="color: #4b69c6">layer_dev</span> {
        ggml_backend_dev_t dev;
        buft_list_t <span style="color: #d73948">*</span> buft_list;
    };

    layer_dev dev_input <span style="color: #d73948">=</span> {};
    layer_dev dev_output <span style="color: #d73948">=</span> {};
    std::vector&lt;layer_dev> dev_layer;

    <span style="color: #d73948">bool</span> has_tensor_overrides;
};</code></pre></div><h3 id="overall-workflow"><span class="heading-num">4.2</span>Overall Workflow<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#overall-workflow" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>How to analyze?</p><p>借鉴一下 <code>main-sched</code> 是如何构造的</p><ul><li>模型权重定义</li><li><p>模型权重加载</p><ul><li>读 Hyper Parameters</li><li>读 Tokenizer</li><li>读模型权重</li></ul></li><li>计算图构建</li><li>预留计算图需要的内存</li><li>对输入进行 Tokenization</li><li>调用计算图</li></ul><p>从内存管理入手：</p><ul><li><p>模型权重</p><ul><li>在哪里定义</li><li>在哪里加载</li></ul></li><li><p>中间值</p><ul><li>计算图在哪里定义</li><li>在哪里进行计算图的预留和分配</li></ul></li></ul><h3 id="simple.cpp-liu-cheng-fen-xi"><span class="heading-num">4.3</span>simple.cpp 流程分析<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#simple.cpp-liu-cheng-fen-xi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">ascii</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="ascii"> llma_context_from_model() -- simple.cpp:116
  │
        ├─ new llama_context(): 进行 graph_reserve
        │
        ▼
    llama_decode(ctx, batch)
        │
        ▼
llama-context.cpp:2857
    ctx->decode(batch)
        │
        ▼
llama-context.cpp:946
    llama_context::decode(batch_inp)
        │
        ├─ 准备 ubatch
        │
        ▼
llama-context.cpp:1076
    process_ubatch(ubatch, LLM_GRAPH_TYPE_DECODER, ...)
        │
        ├─ 步骤4: 定义计算图
        │   ├─ get_graph_result()  // 尝试复用
        │   └─ model.build_graph() // 新建图
        │       └─ new llm_build_qwen3(model, params)
        │           └─ 构造函数中构建计算图
        │
        │
        ├─ 步骤5: 分配空间
        │   └─ ggml_backend_sched_alloc_graph -- llama-context.cpp:750
        │
        └─ 步骤6: 执行计算
            └─ ggml_backend_sched_graph_compute_async(sched, gf)</code></pre></div><p>TODO: 下面是一些零散的分析</p><p>为什么在 <code>new llama_context</code> 中，需要调用三次 graph reserve, 而且三次参数都不同？</p><p>而且为什么后一次 graph_reserve 的</p><p>目的是找出最坏情况下需要的内存大小，而不是真的要用这些图</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp">No<span style="color: #b60157">.</span><span style="color: #b60157">1</span> Prompt Procesing Graph

<span style="color: #d73948">auto</span> <span style="color: #d73948">*</span> gf <span style="color: #d73948">=</span> <span style="color: #4b69c6">graph_reserve</span>(n_tokens, n_seqs, n_tokens, mctx.<span style="color: #4b69c6">get</span>());
<span style="color: #74747c">//</span><span style="color: #74747c">                        ^^^^^^^^  ^^^^^^  ^^^^^^^^</span>
<span style="color: #74747c">//</span><span style="color: #74747c">                        批次大小   序列数  输出数</span>

No<span style="color: #b60157">.</span><span style="color: #b60157">2</span> Token Generation Graph

<span style="color: #d73948">auto</span> <span style="color: #d73948">*</span> gf <span style="color: #d73948">=</span> <span style="color: #4b69c6">graph_reserve</span>(n_seqs, n_seqs, n_seqs, mctx.<span style="color: #4b69c6">get</span>());
<span style="color: #74747c">//</span><span style="color: #74747c">                        ^^^^^^  ^^^^^^  ^^^^^^</span>
<span style="color: #74747c">//</span><span style="color: #74747c">                        每序列1个token</span>

No<span style="color: #b60157">.</span><span style="color: #b60157">3</span> Worst Case<span style="color: #d73948">?</span>

<span style="color: #d73948">auto</span> <span style="color: #d73948">*</span> gf <span style="color: #d73948">=</span> <span style="color: #4b69c6">graph_reserve</span>(n_tokens, n_seqs, n_tokens, mctx.<span style="color: #4b69c6">get</span>());</code></pre></div><p>ggml_bakcend_sched_reserve 中调用了 ggml_gallocr_reserve_n</p><p>ggml_gallocr_reserve_n 本身就允许多次调用，如果后一次需要的内存空间更大，就重新分配空间</p><h3 id="nei-cun-fen-pei"><span class="heading-num">4.4</span>内存分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#nei-cun-fen-pei" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>按照上面的内存分配机制来分析一下 llama.cpp</p><p>模型推理全流程（代码流）：</p><ol><li>声明模型权重</li><li>为模型权重分配空间</li><li>把文件中的数据复制到权重中</li><li>定义计算图</li><li>根据计算图预留空间</li><li>执行计算</li></ol><p>内存分配也应该分为两类：</p><ul><li>模型权重分配</li><li>模型计算图中间值分配</li></ul><h3 id="mo-xing-quan-zhong-fen-pei"><span class="heading-num">4.5</span>模型权重分配<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#mo-xing-quan-zhong-fen-pei" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>TODO: 分析一下，如果所有信息都需要从 gguf 文件中读取，这个文件应该是什么样子，以及整个读取逻辑是什么，这部分不用看代码我们都知道</p><ul><li>不使用 mmap</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> 1. 声明模型权重（在持久 context 中）</span>
ggml_context <span style="color: #d73948">*</span> ctx <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_init</span>({.mem_size <span style="color: #d73948">=</span> size, .no_alloc <span style="color: #d73948">=</span> <span style="color: #d73948">true</span>});
ggml_tensor <span style="color: #d73948">*</span> wq <span style="color: #d73948">=</span> ml.<span style="color: #4b69c6">create_tensor</span>(ctx, <span style="color: #198810">"</span><span style="color: #198810">blk.0.attn_q.weight</span><span style="color: #198810">"</span>, {n_embd, n_embd});

<span style="color: #74747c">//</span><span style="color: #74747c"> 2. 为权重分配 backend buffer</span>
ggml_backend_buffer_t buf <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_backend_alloc_ctx_tensors_from_buft</span>(ctx, buft);
<span style="color: #74747c">//</span><span style="color: #74747c"> 这会：</span>
<span style="color: #74747c">//</span><span style="color: #74747c">   a. 计算所有 tensor 的总大小</span>
<span style="color: #74747c">//</span><span style="color: #74747c">   b. 分配一个大的 backend buffer</span>
<span style="color: #74747c">//</span><span style="color: #74747c">   c. 为每个 tensor 设置 tensor->buffer 和 tensor->data</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 3. 从文件复制数据到 buffer</span>
<span style="color: #d73948">for</span> (tensor <span style="color: #d73948">:</span> ctx) {
    file.<span style="color: #4b69c6">read</span>(tensor->data, tensor_size);  <span style="color: #74747c">//</span><span style="color: #74747c"> 直接写入 GPU/CPU 内存</span>
}</code></pre></div><p>使用 mmap</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #74747c">//</span><span style="color: #74747c"> 1. 声明模型权重（同样在持久 context 中）</span>
ggml_context <span style="color: #d73948">*</span> ctx <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_init</span>({.mem_size <span style="color: #d73948">=</span> size, .no_alloc <span style="color: #d73948">=</span> <span style="color: #d73948">true</span>});
ggml_tensor <span style="color: #d73948">*</span> wq <span style="color: #d73948">=</span> ml.<span style="color: #4b69c6">create_tensor</span>(ctx, <span style="color: #198810">"</span><span style="color: #198810">blk.0.attn_q.weight</span><span style="color: #198810">"</span>, {n_embd, n_embd});

<span style="color: #74747c">//</span><span style="color: #74747c"> 2a. mmap 文件到内存</span>
llama_mmap <span style="color: #4b69c6">mapping</span>(file, prefetch);
<span style="color: #d73948">void</span> <span style="color: #d73948">*</span> mmap_addr <span style="color: #d73948">=</span> mapping.<span style="color: #4b69c6">addr</span>();  <span style="color: #74747c">//</span><span style="color: #74747c"> 文件内容映射到这里</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 2b. 创建 buffer_from_host_ptr（关键！）</span>
ggml_backend_buffer_t buf <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_backend_dev_buffer_from_host_ptr</span>(
    dev, 
    (<span style="color: #d73948">char</span><span style="color: #d73948">*</span>)mmap_addr <span style="color: #d73948">+</span> first_offset, 
    last_offset <span style="color: #d73948">-</span> first_offset,
    max_tensor_size
);
<span style="color: #74747c">//</span><span style="color: #74747c"> 这会：</span>
<span style="color: #74747c">//</span><span style="color: #74747c">   a. 创建一个 backend buffer，但它只是**包装** mmap 地址</span>
<span style="color: #74747c">//</span><span style="color: #74747c">   b. 不分配新内存！</span>
<span style="color: #74747c">//</span><span style="color: #74747c">   c. Metal/CUDA 可能会 pin 住这块内存用于 DMA</span>

<span style="color: #74747c">//</span><span style="color: #74747c"> 2c. 为每个 tensor 关联 mmap 内存</span>
<span style="color: #d73948">for</span> (tensor <span style="color: #d73948">:</span> ctx) {
    tensor->data <span style="color: #d73948">=</span> mmap_addr <span style="color: #d73948">+</span> tensor_offset;  <span style="color: #74747c">//</span><span style="color: #74747c"> 直接指向 mmap 内存</span>
    tensor->buffer <span style="color: #d73948">=</span> buf;
}

<span style="color: #74747c">//</span><span style="color: #74747c"> 3. 不需要复制数据！（跳过）</span>
<span style="color: #74747c">//</span><span style="color: #74747c"> 数据已经通过 mmap 在内存中了</span></code></pre></div><p>思考一个问题：</p><p>在不使用 mmap 时,我们可以分配一整块 buffer 空间, 然后通过在 ggml_context 中存储的顺序, 通过 ggml_tallocr 顺序分配, 但是使用 mmap 时,每个 tensor 的位置在文件中是确定的, 那么这是通过什么分配的呢?</p><ul><li><p>非 mmap 模式：</p><ul><li>分配一整块连续 buffer</li><li>tensor 按顺序紧密排列</li><li>由 ggml_tallocr 顺序分配偏移量</li></ul></li><li><p>mmap 模式：</p><ul><li>tensor 位置由 GGUF 文件格式决定</li><li>每个 tensor 的偏移量（offset）已经固定在文件中</li><li>不需要重新计算偏移，直接使用文件中的布局</li></ul></li></ul><p>所以在 mmap 模式下，使用的关键函数是 <code>ggml_backend_tensor_alloc</code></p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">enum</span> ggml_status <span style="color: #4b69c6">ggml_backend_tensor_alloc</span>(
    ggml_backend_buffer_t buffer, 
    <span style="color: #d73948">struct</span> ggml_tensor <span style="color: #d73948">*</span> tensor, 
    <span style="color: #d73948">void</span> <span style="color: #d73948">*</span> addr  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 关键：手动指定地址！</span>
) {
    <span style="color: #4b69c6">GGML_ASSERT</span>(tensor->buffer <span style="color: #d73948">==</span> <span style="color: #d73948">NULL</span>);
    <span style="color: #4b69c6">GGML_ASSERT</span>(tensor->data <span style="color: #d73948">==</span> <span style="color: #d73948">NULL</span>);
    <span style="color: #4b69c6">GGML_ASSERT</span>(tensor->view_src <span style="color: #d73948">==</span> <span style="color: #d73948">NULL</span>);
    
    <span style="color: #74747c">//</span><span style="color: #74747c"> 验证地址在 buffer 范围内</span>
    <span style="color: #4b69c6">GGML_ASSERT</span>(addr <span style="color: #d73948">>=</span> <span style="color: #4b69c6">ggml_backend_buffer_get_base</span>(buffer));
    <span style="color: #4b69c6">GGML_ASSERT</span>((<span style="color: #d73948">char</span> <span style="color: #d73948">*</span>)addr <span style="color: #d73948">+</span> <span style="color: #4b69c6">ggml_backend_buffer_get_alloc_size</span>(buffer, tensor) <span style="color: #d73948">&lt;=</span>
                (<span style="color: #d73948">char</span> <span style="color: #d73948">*</span>)<span style="color: #4b69c6">ggml_backend_buffer_get_base</span>(buffer) <span style="color: #d73948">+</span> <span style="color: #4b69c6">ggml_backend_buffer_get_size</span>(buffer));

    <span style="color: #74747c">//</span><span style="color: #74747c"> 直接设置 tensor 的数据指针</span>
    tensor->buffer <span style="color: #d73948">=</span> buffer;
    tensor->data <span style="color: #d73948">=</span> addr;  <span style="color: #74747c">//</span><span style="color: #74747c"> ← 使用传入的地址，不重新分配！</span>
    
    <span style="color: #d73948">return</span> <span style="color: #4b69c6">ggml_backend_buffer_init_tensor</span>(buffer, tensor);
}</code></pre></div><p>下面是一个完整的分配流程（比较细节，可以跳过）</p><h3 id="wan-zheng-de-mmap-fen-pei-liu-cheng"><span class="heading-num">4.6</span>完整的 mmap 分配流程<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#wan-zheng-de-mmap-fen-pei-liu-cheng" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><h4 id="step-1-cong-gguf-wen-jian-du-qu-tensor-pian-yi-liang">Step 1: 从 GGUF 文件读取 tensor 偏移量<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#step-1-cong-gguf-wen-jian-du-qu-tensor-pian-yi-liang" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">struct</span> <span style="color: #4b69c6">llama_tensor_weight</span> {
    <span style="color: #4b69c6">uint16_t</span> idx;       <span style="color: #74747c">//</span><span style="color: #74747c"> 文件索引</span>
    <span style="color: #4b69c6">size_t</span>   offs;      <span style="color: #74747c">//</span><span style="color: #74747c"> ← tensor 在文件中的偏移量（字节）</span>
    ggml_tensor <span style="color: #d73948">*</span> tensor;

    <span style="color: #4b69c6">llama_tensor_weight</span>(<span style="color: #d73948">const</span> llama_file <span style="color: #d73948">*</span> file, <span style="color: #4b69c6">uint16_t</span> idx, 
                       <span style="color: #d73948">const</span> <span style="color: #d73948">struct</span> gguf_context <span style="color: #d73948">*</span> gguf_ctx, 
                       ggml_tensor <span style="color: #d73948">*</span> tensor) : idx(idx), tensor(tensor) {
        
        <span style="color: #d73948">const</span> <span style="color: #d73948">int</span> tensor_idx <span style="color: #d73948">=</span> <span style="color: #4b69c6">gguf_find_tensor</span>(gguf_ctx, <span style="color: #4b69c6">ggml_get_name</span>(tensor));
        
        <span style="color: #74747c">//</span><span style="color: #74747c"> 从 GGUF 文件头读取偏移量</span>
        offs <span style="color: #d73948">=</span> <span style="color: #4b69c6">gguf_get_data_offset</span>(gguf_ctx) <span style="color: #d73948">+</span>           <span style="color: #74747c">//</span><span style="color: #74747c"> 数据区起始位置</span>
               <span style="color: #4b69c6">gguf_get_tensor_offset</span>(gguf_ctx, tensor_idx); <span style="color: #74747c">//</span><span style="color: #74747c"> + tensor 相对偏移</span>
        <span style="color: #74747c">//</span><span style="color: #74747c">     ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^</span>
        <span style="color: #74747c">//</span><span style="color: #74747c">     这个偏移量是在转换模型为 GGUF 时就确定的！</span>
    }
};</code></pre></div><p><strong>GGUF 文件结构</strong>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">ascii</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="ascii">┌────────────────────────────────────────────────┐
│ GGUF Header                                    │
│  - Magic number                                │
│  - Version                                     │
│  - Tensor count                                │
│  - KV metadata count                           │
├────────────────────────────────────────────────┤
│ KV Metadata                                    │
│  - Model hyperparameters                       │
│  - Tokenizer info                              │
├────────────────────────────────────────────────┤
│ Tensor Info (每个 tensor 的元数据)             │
│  - name: "token_embd.weight"                   │
│    offset: 0                                   │  ← 相对偏移
│    shape: [4096, 32000]                        │
│    type: F16                                   │
│  - name: "blk.0.attn_q.weight"                 │
│    offset: 262144000                           │  ← 相对偏移
│    shape: [4096, 4096]                         │
│  - ...                                         │
├────────────────────────────────────────────────┤ ← data_offset
│ Tensor Data (实际权重数据)                     │
│  [token_embd.weight data]                      │ ← offset 0
│  [padding if needed]                           │
│  [blk.0.attn_q.weight data]                    │ ← offset 262144000
│  ...                                           │
└────────────────────────────────────────────────┘</code></pre></div><h4 id="step-2-mmap-ying-she-zheng-ge-wen-jian-dao-nei-cun">Step 2: mmap 映射整个文件到内存<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#step-2-mmap-ying-she-zheng-ge-wen-jian-dao-nei-cun" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">void</span> llama_model_loader::<span style="color: #4b69c6">init_mappings</span>(<span style="color: #d73948">bool</span> prefetch, llama_mlocks <span style="color: #d73948">*</span> mlock_mmaps) {
    <span style="color: #d73948">if</span> (use_mmap) {
        mappings.<span style="color: #4b69c6">reserve</span>(files.<span style="color: #4b69c6">size</span>());
        mmaps_used.<span style="color: #4b69c6">reserve</span>(files.<span style="color: #4b69c6">size</span>());
        
        <span style="color: #d73948">for</span> (<span style="color: #4b69c6">size_t</span> idx <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; idx <span style="color: #d73948">&lt;</span> files.<span style="color: #4b69c6">size</span>(); idx<span style="color: #d73948">++</span>) {
            <span style="color: #d73948">const</span> <span style="color: #d73948">auto</span> <span style="color: #d73948">&amp;</span> file <span style="color: #d73948">=</span> files.<span style="color: #4b69c6">at</span>(idx);
            
            <span style="color: #74747c">//</span><span style="color: #74747c"> 创建 mmap 对象，映射整个文件</span>
            std::unique_ptr&lt;llama_mmap> mapping <span style="color: #d73948">=</span> 
                std::<span style="color: #4b69c6">make_unique</span>&lt;llama_mmap>(file.<span style="color: #4b69c6">get</span>(), prefetch <span style="color: #d73948">?</span> <span style="color: #d73948">-</span><span style="color: #b60157">1</span> <span style="color: #d73948">:</span> <span style="color: #b60157">0</span>, is_numa);
            <span style="color: #74747c">//</span><span style="color: #74747c">                               ^^^^^^^^^^</span>
            <span style="color: #74747c">//</span><span style="color: #74747c">                               整个文件被映射到虚拟地址空间</span>
            
            mmaps_used.<span style="color: #4b69c6">emplace_back</span>(mapping-><span style="color: #4b69c6">size</span>(), <span style="color: #b60157">0</span>);
            
            mappings.<span style="color: #4b69c6">emplace_back</span>(std::<span style="color: #4b69c6">move</span>(mapping));
        }
    }
}</code></pre></div><p><strong>mmap 后的内存布局</strong>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">ascii</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="ascii">文件:                      mmap 后的虚拟内存:
┌─────────────────┐        ┌─────────────────┐
│ GGUF Header     │ ────▶  │ 0x7f8000000000  │ (只读映射)
│ Metadata        │        │                 │
│ Tensor Info     │        │                 │
├─────────────────┤        ├─────────────────┤
│ data_offset     │        │ mmap_base       │ ← mapping->addr()
│   token_embd    │        │   token_embd    │
│   (offset=0)    │        │   (addr = base) │
├─────────────────┤        ├─────────────────┤
│   attn_q        │        │   attn_q        │
│   (offset=262M) │        │   (addr = base+262M) │
├─────────────────┤        ├─────────────────┤
│   ...           │        │   ...           │
└─────────────────┘        └─────────────────┘</code></pre></div><h4 id="step-3-chuang-jian-buffer_from_host_ptr">Step 3: 创建 buffer_from_host_ptr<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#step-3-chuang-jian-buffer_from_host_ptr" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">if</span> (ml.use_mmap <span style="color: #d73948">&amp;&amp;</span> use_mmap_buffer <span style="color: #d73948">&amp;&amp;</span> buffer_from_host_ptr_supported) {
    <span style="color: #d73948">for</span> (<span style="color: #4b69c6">uint32_t</span> idx <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>; idx <span style="color: #d73948">&lt;</span> ml.files.<span style="color: #4b69c6">size</span>(); idx<span style="color: #d73948">++</span>) {
        <span style="color: #d73948">void</span> <span style="color: #d73948">*</span> addr <span style="color: #d73948">=</span> <span style="color: #d73948">nullptr</span>;
        <span style="color: #4b69c6">size_t</span> first, last;
        
        <span style="color: #74747c">//</span><span style="color: #74747c"> 获取这个文件中实际使用的 tensor 范围</span>
        ml.<span style="color: #4b69c6">get_mapping_range</span>(<span style="color: #d73948">&amp;</span>first, <span style="color: #d73948">&amp;</span>last, <span style="color: #d73948">&amp;</span>addr, idx, ctx);
        <span style="color: #74747c">//</span><span style="color: #74747c">                    ^^^^^  ^^^^   ^^^^</span>
        <span style="color: #74747c">//</span><span style="color: #74747c">                    最小   最大   mmap基址</span>
        
        <span style="color: #d73948">if</span> (first <span style="color: #d73948">>=</span> last) <span style="color: #d73948">continue</span>;
        
        <span style="color: #74747c">//</span><span style="color: #74747c"> 创建包装 mmap 内存的 buffer</span>
        <span style="color: #d73948">const</span> <span style="color: #4b69c6">size_t</span> max_size <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_get_max_tensor_size</span>(ctx);
        ggml_backend_buffer_t buf <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_backend_dev_buffer_from_host_ptr</span>(
            dev, 
            (<span style="color: #d73948">char</span> <span style="color: #d73948">*</span>)addr <span style="color: #d73948">+</span> first,  <span style="color: #74747c">//</span><span style="color: #74747c"> ← buffer 起始地址</span>
            last <span style="color: #d73948">-</span> first,          <span style="color: #74747c">//</span><span style="color: #74747c"> ← buffer 大小（不是整个文件）</span>
            max_size
        );
        
        buf_map.<span style="color: #4b69c6">emplace</span>(idx, buf);
    }
}</code></pre></div><p><strong><code>get_mapping_range</code> 的实现</strong>：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">void</span> llama_model_loader::<span style="color: #4b69c6">get_mapping_range</span>(
    <span style="color: #4b69c6">size_t</span> <span style="color: #d73948">*</span> first, <span style="color: #4b69c6">size_t</span> <span style="color: #d73948">*</span> last, <span style="color: #d73948">void</span> <span style="color: #d73948">*</span><span style="color: #d73948">*</span> addr, <span style="color: #d73948">int</span> idx, ggml_context <span style="color: #d73948">*</span> ctx
) <span style="color: #d73948">const</span> {
    <span style="color: #d73948">const</span> <span style="color: #d73948">auto</span> <span style="color: #d73948">&amp;</span> mapping <span style="color: #d73948">=</span> mappings.<span style="color: #4b69c6">at</span>(idx);
    
    <span style="color: #d73948">*</span>first <span style="color: #d73948">=</span> mapping-><span style="color: #4b69c6">size</span>();  <span style="color: #74747c">//</span><span style="color: #74747c"> 初始化为最大值</span>
    <span style="color: #d73948">*</span>last  <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>;                 <span style="color: #74747c">//</span><span style="color: #74747c"> 初始化为最小值</span>
    <span style="color: #d73948">*</span>addr  <span style="color: #d73948">=</span> mapping-><span style="color: #4b69c6">addr</span>();   <span style="color: #74747c">//</span><span style="color: #74747c"> mmap 基址</span>
    
    <span style="color: #74747c">//</span><span style="color: #74747c"> 遍历所有 tensor，找到实际使用的范围</span>
    <span style="color: #d73948">for</span> (ggml_tensor <span style="color: #d73948">*</span> tensor <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_get_first_tensor</span>(ctx); 
         tensor; 
         tensor <span style="color: #d73948">=</span> <span style="color: #4b69c6">ggml_get_next_tensor</span>(ctx, tensor)) {
        
        <span style="color: #d73948">const</span> <span style="color: #d73948">auto</span> <span style="color: #d73948">*</span> weight <span style="color: #d73948">=</span> <span style="color: #4b69c6">get_weight</span>(<span style="color: #4b69c6">ggml_get_name</span>(tensor));
        <span style="color: #d73948">if</span> (<span style="color: #d73948">!</span>weight <span style="color: #d73948">||</span> weight->idx <span style="color: #d73948">!=</span> idx) <span style="color: #d73948">continue</span>;
        
        <span style="color: #74747c">//</span><span style="color: #74747c"> 更新使用范围</span>
        <span style="color: #d73948">*</span>first <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">min</span>(<span style="color: #d73948">*</span>first, weight->offs);
        <span style="color: #74747c">//</span><span style="color: #74747c">                        ^^^^^^^^^^^^</span>
        <span style="color: #74747c">//</span><span style="color: #74747c">                        从 GGUF 读取的偏移量</span>
        <span style="color: #d73948">*</span>last  <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">max</span>(<span style="color: #d73948">*</span>last,  weight->offs <span style="color: #d73948">+</span> <span style="color: #4b69c6">ggml_nbytes</span>(tensor));
    }
}</code></pre></div><h4 id="step-4-wei-mei-ge-tensor-fen-pei-nei-cun-shi-yong-yu-ding-di-zhi">Step 4: 为每个 tensor 分配内存（使用预定地址）<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#step-4-wei-mei-ge-tensor-fen-pei-nei-cun-shi-yong-yu-ding-di-zhi" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h4><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">cpp</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="cpp"><span style="color: #d73948">if</span> (use_mmap) {
    <span style="color: #d73948">const</span> <span style="color: #d73948">auto</span> <span style="color: #d73948">&amp;</span> mapping <span style="color: #d73948">=</span> mappings.<span style="color: #4b69c6">at</span>(weight->idx);
    ggml_backend_buffer_t buf_mmap <span style="color: #d73948">=</span> bufs.<span style="color: #4b69c6">at</span>(weight->idx);
    
    <span style="color: #74747c">//</span><span style="color: #74747c"> 计算 tensor 在 mmap 内存中的实际地址</span>
    <span style="color: #4b69c6">uint8_t</span> <span style="color: #d73948">*</span> data <span style="color: #d73948">=</span> (<span style="color: #4b69c6">uint8_t</span> <span style="color: #d73948">*</span>)mapping-><span style="color: #4b69c6">addr</span>() <span style="color: #d73948">+</span> weight->offs;
    <span style="color: #74747c">//</span><span style="color: #74747c">                ^^^^^^^^^^^^^^^^^^^^^^^^^^   ^^^^^^^^^^^^</span>
    <span style="color: #74747c">//</span><span style="color: #74747c">                mmap 基址                     文件中的偏移量</span>
    
    <span style="color: #d73948">if</span> (buf_mmap <span style="color: #d73948">&amp;&amp;</span> cur->data <span style="color: #d73948">==</span> <span style="color: #d73948">nullptr</span>) {
        <span style="color: #74747c">//</span><span style="color: #74747c"> 使用预先计算好的地址分配 tensor</span>
        <span style="color: #4b69c6">ggml_backend_tensor_alloc</span>(buf_mmap, cur, data);
        <span style="color: #74747c">//</span><span style="color: #74747c">                                       ^^^^</span>
        <span style="color: #74747c">//</span><span style="color: #74747c">                                       直接传入地址！</span>
        
        <span style="color: #74747c">//</span><span style="color: #74747c"> 记录实际使用的内存范围（用于后续 unmap 未使用部分）</span>
        <span style="color: #d73948">auto</span> <span style="color: #d73948">&amp;</span> mmap_used <span style="color: #d73948">=</span> mmaps_used[weight->idx];
        mmap_used.first  <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">min</span>(mmap_used.first,  weight->offs);
        mmap_used.second <span style="color: #d73948">=</span> std::<span style="color: #4b69c6">max</span>(mmap_used.second, weight->offs <span style="color: #d73948">+</span> n_size);
    }
}</code></pre></div><h3 id="gguf-jia-zai-liu-cheng"><span class="heading-num">4.7</span>gguf 加载流程<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#gguf-jia-zai-liu-cheng" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><h3 id="simple-qwen3-from-scratch"><span class="heading-num">4.8</span>simple-qwen3 from scratch<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/ggml-with-cpp/#simple-qwen3-from-scratch" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>只考虑在 cpu 上，所以使用的模型是 Qwen3-1.7B-Q6_K.gguf</p><p>meta_kv 不用读，我们可以直接指定，只用读 tensor 就可以了</p><p>只考虑单后端</p><p>加载 tokenizer，加载权重</p><p>从工作量和相关性上考虑，连 tokenizer 其实都不用加载，我们直接从现有的 simple.cpp 中获取 std::vector&lt;llama_token> 即可</p><p>便于 ai 辅助，应该在 llama.cpp 的仓库中测试</p><p>可以采用渐进式？gguf.c 那几个相关文件完全可以复用</p><p>流程整理：</p><ol><li>加载 gguf 文件到内存中</li><li>解析 gguf 文件，读 tensor_info</li></ol><p>cb 有什么用？</p><p>如果 qwen3 比较困难，可以考虑直接用 llama.cpp 里的 GPT2, 这样所有东西都是完整的</p><p>memory_v 的 shape 错了</p><p>不行不行，这样写太难了</p><p>我建议从 main-backend 开始改，先改为 mmap + 加载实际的 gguf 文件</p></div></div></article></main></div></div>]]></content:encoded></item><item><title>CLI Notes</title><link>https://blog.kkkzoz.top/posts/tools/cli-notes/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/tools/cli-notes/</guid><pubDate>Tue, 17 Mar 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><blockquote>记录一些我在使用 cli 时简单整理的一些东西</blockquote><h2 id="setup"><span class="heading-num">01</span>Setup<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#setup" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="docker"><span class="heading-num">1.1</span>Docker<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#docker" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">curl -fsSL https://get.docker.com -o get-docker.sh
sudo DOWNLOAD_URL=https://mirrors.ustc.edu.cn/docker-ce sh get-docker.sh</code></pre></div><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">sudo groupadd docker # optional
sudo usermod -aG docker $USER
newgrp docker

sudo systemctl start docker</code></pre></div><h3 id="apt"><span class="heading-num">1.2</span>apt<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#apt" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>替换镜像源：</p><p>For 24.04:</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">sed -i "s@http://.*archive.ubuntu.com@https://mirrors.aliyun.com/@g" /etc/apt/sources.list.d/ubuntu.sources
sed -i "s@http://.*security.ubuntu.com@https://mirrors.aliyun.com/@g" /etc/apt/sources.list.d/ubuntu.sources
sed -i "s@http://ports.ubuntu.com@https://mirrors.aliyun.com@g" /etc/apt/sources.list.d/ubuntu.sources</code></pre></div><p>For 22.04:</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">sed -i "s@http://.*archive.ubuntu.com@https://mirrors.aliyun.com/@g" /etc/apt/sources.list
sed -i "s@http://.*security.ubuntu.com@https://mirrors.aliyun.com/@g" /etc/apt/sources.list</code></pre></div><h2 id="network"><span class="heading-num">02</span>Network<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#network" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell"># 查看网关
ip route

# 查看 ip 地址
ip addr

# 查看每个进程的网速
sudo apt install nethogs
nethogs</code></pre></div><h3 id="apt-2"><span class="heading-num">2.1</span>apt<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#apt-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>sudo 会为了安全重置环境变量, 加上 -E 参数来保留当前的环境变量</p><blockquote>比如让 <code>http_proxy</code> 之类的生效</blockquote><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">sudo -E apt update</code></pre></div><h2 id="fish"><span class="heading-num">03</span>fish<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#fish" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="fish_add_path"><span class="heading-num">3.1</span><code>fish_add_path</code><a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#fish_add_path" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">fish</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="fish"><span style="color: #4b69c6">fish_add_path</span> /Applications/Obsidian.app/Contents/MacOS</code></pre></div><p>可以通过下面几种方式来查看这种方式管理的路径</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">fish</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="fish"><span style="color: #4b69c6">echo</span> $fish_user_paths

printf <span style="color: #198810">'</span><span style="color: #198810">%s\n</span><span style="color: #198810">'</span> $fish_user_paths

printf <span style="color: #198810">'</span><span style="color: #198810">%s\n</span><span style="color: #198810">'</span> $PATH</code></pre></div><p>这些持久化的 universal variables 实际上存放在 <code>~/.config/fish/fish_variables</code> 中</p><h3 id="unset-environment-variables"><span class="heading-num">3.2</span>unset environment variables<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#unset-environment-variables" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell"># set/export
set -x XXX

# unset
set -e XXX</code></pre></div><h2 id="uv"><span class="heading-num">04</span>uv<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#uv" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="mirror"><span class="heading-num">4.1</span>mirror<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#mirror" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>在 <code>pyproject.toml</code> 中添加</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">toml</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="toml">[[<span style="color: #4b69c6">tool</span>.<span style="color: #4b69c6">uv</span>.<span style="color: #4b69c6">index</span>]]
<span style="color: #4b69c6">name</span> = <span style="color: #198810">"</span><span style="color: #198810">aliyun</span><span style="color: #198810">"</span>
<span style="color: #4b69c6">url</span> = <span style="color: #198810">"</span><span style="color: #198810">https://mirrors.aliyun.com/pypi/simple/</span><span style="color: #198810">"</span>
<span style="color: #4b69c6">default</span> = <span style="color: #d73948">true</span></code></pre></div><h3 id="uv-pip-install"><span class="heading-num">4.2</span>uv pip install<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#uv-pip-install" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><ul><li><code>uv pip install xxx -v</code> 可以确定是否走了 mirror</li><li><code>uv pip install xxx</code> 会在当前目录及其父目录查找 pyproject.toml 或 uv.toml，并读取其中的 <code>[tool.uv]</code> 配置，所以在 pyproject.toml 中配置了 index 就能正常使用</li></ul><h3 id="cha-kan-bao-de-ban-ben"><span class="heading-num">4.3</span>查看包的版本<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#cha-kan-bao-de-ban-ben" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">uv pip show transformers

uv pip list | grep transformers</code></pre></div><h2 id="git"><span class="heading-num">05</span>Git<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#git" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="worktree"><span class="heading-num">5.1</span>worktree<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#worktree" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell"># Navigate to your main repository
cd /path/to/your/project

# Add a new worktree in a parallel directory and create a new branch for the AI
git worktree add ../project-ai-workspace -b ai-feature-branch

# Verify the worktrees are active
git worktree list

# Expected Output:
# /path/to/your/project           &lt;hash> [main]
# /path/to/your/project-ai-workspace &lt;hash> [ai-feature-branch]</code></pre></div><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell"># Navigate back to your primary working directory
cd /path/to/your/project

# Fetch the local branch changes (no network fetch needed since they share the local .git)
git merge ai-feature-branch --no-commit

# Or simply checkout the branch in your main IDE to review
git checkout ai-feature-branch</code></pre></div><h2 id="cost"><span class="heading-num">06</span>Cost<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#cost" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">npx ccusage@latest --offline
npx @ccusage/codex@latest --offline

bunx ccusage@latest --offline
bunx @ccusage/codex@latest --offline</code></pre></div><h2 id="v2raya"><span class="heading-num">07</span>v2raya<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/tools/cli-notes/#v2raya" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">shell</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="shell">docker run -d \
  --restart=always \
  --privileged \
  --network=host \
  --name v2raya \
  -e V2RAYA_LOG_FILE=/tmp/v2raya.log \
  -e V2RAYA_V2RAY_BIN=/usr/local/bin/xray \
  -e V2RAYA_NFTABLES_SUPPORT=off \
  -e IPTABLES_MODE=legacy \
  -v /lib/modules:/lib/modules:ro \
  -v /etc/resolv.conf:/etc/resolv.conf \
  -v /etc/v2raya:/etc/v2raya \
  mzz2017/v2raya</code></pre></div></div></div></article></main></div></div>]]></content:encoded></item><item><title>[Sequence Modeling 01] RNN</title><link>https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/rnn/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/rnn/</guid><pubDate>Mon, 16 Mar 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>Transformer 是基于全局视角处理序列的，它通过 Self-Attention 一次性让所有 token 互相交互。而 RNN（Recurrent Neural Network，循环神经网络）的本质是基于时间步的顺序迭代。</p><blockquote>如果把 Transformer 比作同时看到整段句子的“上帝视角”，RNN 则像是按照从左到右的顺序逐字阅读，并在脑海中维护一个不断更新的“记忆向量”。</blockquote><p>RNN 的核心结构是一个循环单元。它在处理序列时，并不是一次性输入整个序列（如 <code>[batch, seq_len, dim]</code>），而是将序列沿着 seq_len 维度切开，在每一个时间步 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.361em; height: 0.683em;" viewBox="0 0 4.06125 7.68375" width="4.06125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gD83E7C8500527D233055372BE0864457" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gD83E7C8500527D233055372BE0864457" overflow="visible"><path d="M 0 0m 3.7125 4.71375c 0 0.10125 -0.1125 0.1575 -0.34875 0.1575h -0.91125c 0.2925 1.17 0.43875 1.7775 0.43875 1.8225c 0 0.23625 -0.12375 0.34875 -0.36 0.34875c -0.25875 0 -0.41625 -0.14625 -0.48375 -0.43875l -0.41625 -1.7325h -1.00125c 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0.401625 0 0.748125 0.189 1.02375 0.574875c 0.228375 0.322875 0.3465 0.5355 0.3465 0.64575c 0 0.086625 -0.04725 0.133875 -0.149625 0.133875c -0.039375 0 -0.070875 -0.007875 -0.0945 -0.01575c -0.04725 -0.055125 -0.07875 -0.11025 -0.0945 -0.149625c -0.17325 -0.385875 -0.5355 -0.905625 -1.008 -0.905625c -0.1575 0 -0.23625 0.118125 -0.23625 0.3465c 0 0.086625 0.01575 0.189 0.04725 0.315l 0.543375 2.205h 0.763875c 0.181125 0 0.275625 0.039375 0.275625 0.20475Z "/></symbol></defs></svg></span> 是一个固定维度的向量，它包含了从时间步 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.5em; height: 0.683em;" viewBox="0 0 5.625 7.68375" width="5.625pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g7B45C365AB4E80830A9FD4B4C84BFB0F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g7B45C365AB4E80830A9FD4B4C84BFB0F" 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0.21375 0.23625c 0.25875 0.88875 0.61875 1.33875 1.08 1.33875c 0.14625 0 0.225 -0.10125 0.225 -0.30375c 0 -0.18 -0.05625 -0.43875 -0.18 -0.765c -0.4275 -1.15875 -0.64125 -1.935 -0.64125 -2.35125c 0 -0.855 0.52875 -1.36125 1.395 -1.36125c 0.37125 0 0.72 0.135 1.035 0.405c -0.39375 -1.485 -1.0125 -2.2275 -1.85625 -2.2275c -0.3825 0 -0.64125 0.12375 -0.77625 0.37125c 0.45 0.0225 0.675 0.23625 0.675 0.64125c 0 0.28125 -0.14625 0.4275 -0.45 0.4275c -0.41625 0 -0.66375 -0.34875 -0.66375 -0.765c 0 -0.61875 0.5625 -1.0125 1.215 -1.0125c 1.29375 0 2.35125 1.1925 2.6325 2.295l 1.0575 4.2525c 0.03375 0.12375 0.045 0.21375 0.045 0.27c 0 0.225 -0.12375 0.3375 -0.36 0.3375c -0.18 0 -0.32625 -0.09 -0.4275 -0.25875c -0.0675 -0.23625 -0.12375 -0.43875 -0.1575 -0.6075l -0.72 -2.89125c -0.1125 -0.405 -0.70875 -0.91125 -1.215 -0.91125c -0.4275 0 -0.64125 0.28125 -0.64125 0.855c 0 0.4725 0.19125 1.1925 0.5625 2.16c 0.14625 0.39375 0.225 0.66375 0.225 0.82125c 0 0.55125 -0.39375 0.95625 -0.945 0.95625Z "/></symbol><symbol id="g936B1C2B5801AD7FB4EB1AE790A0C306" overflow="visible"><path d="M 0 0m 2.9925 3.276c 0 0.086625 -0.086625 0.133875 -0.259875 0.133875h -0.693l 0.275625 1.11825c 0 0.01575 0.023625 0.0945 0.023625 0.11025c 0 0.189 -0.0945 0.2835 -0.291375 0.2835c -0.23625 0 -0.370125 -0.196875 -0.42525 -0.464625l -0.252 -1.047375h -0.763875c -0.181125 0 -0.275625 -0.023625 -0.275625 -0.196875c 0 -0.0945 0.086625 -0.14175 0.259875 -0.14175h 0.693l -0.441 -1.7955c -0.07875 -0.315 -0.118125 -0.511875 -0.118125 -0.58275c 0 -0.464625 0.385875 -0.77175 0.8505 -0.77175c 0.401625 0 0.748125 0.189 1.02375 0.574875c 0.228375 0.322875 0.3465 0.5355 0.3465 0.64575c 0 0.086625 -0.04725 0.133875 -0.149625 0.133875c -0.039375 0 -0.070875 -0.007875 -0.0945 -0.01575c -0.04725 -0.055125 -0.07875 -0.11025 -0.0945 -0.149625c -0.17325 -0.385875 -0.5355 -0.905625 -1.008 -0.905625c -0.1575 0 -0.23625 0.118125 -0.23625 0.3465c 0 0.086625 0.01575 0.189 0.04725 0.315l 0.543375 2.205h 0.763875c 0.181125 0 0.275625 0.039375 0.275625 0.20475Z "/></symbol></defs></svg></span>。如果只需要句向量（比如文本分类），则直接取最后一个时间步的 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1262em; height: 0.683em;" viewBox="0 0 12.66975 7.68375" width="12.66975pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g5DE2A52101EA9D4F8660FEBB7FEE028F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.23625 0 0.495 0.01125 0.5175 -0.14625l -1.6425 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.225 0 0.3825 0.1125 0.46125 0.32625l 0.45 1.845c 0.135 0.55125 0.23625 0.9675 0.315 1.24875c 0.03375 0.07875 0.12375 0.23625 0.27 0.46125c 0.405 0.6075 0.9 0.91125 1.49625 0.91125c 0.37125 0 0.55125 -0.2475 0.55125 -0.73125c 0 -0.46125 -0.225 -1.2825 -0.675 -2.475c -0.10125 -0.25875 -0.14625 -0.46125 -0.14625 -0.63c 0 -0.54 0.405 -0.95625 0.945 -0.95625c 0.495 0 0.88875 0.28125 1.17 0.855c 0.21375 0.45 0.32625 0.75375 0.32625 0.9c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.03375 0 -0.2025 -0.10125 -0.2025 -0.23625Z "/></symbol><symbol id="g5DE2A52101EA9D4F8660FEBB7FEE028F" overflow="visible"><path d="M 0 0m 1.2915 3.472875c -0.259875 0 -0.4725 -0.14175 -0.637875 -0.433125c -0.11025 -0.196875 -0.196875 -0.401625 -0.252 -0.63c -0.023625 -0.086625 -0.0315 -0.133875 -0.0315 -0.149625c 0 -0.086625 0.055125 -0.133875 0.165375 -0.133875c 0.149625 0 0.1575 0.086625 0.196875 0.252c 0.133875 0.543375 0.315 0.819 0.543375 0.819c 0.149625 0 0.2205 -0.118125 0.2205 -0.354375c 0 -0.086625 -0.039375 -0.291375 -0.126 -0.63l -0.417375 -1.68525c -0.055125 -0.212625 -0.07875 -0.322875 -0.07875 -0.33075c 0 -0.181125 0.102375 -0.275625 0.29925 -0.275625c 0.149625 0 0.259875 0.063 0.33075 0.189c 0.023625 0.04725 0.070875 0.212625 0.14175 0.48825l 0.165375 0.693c 0.0945 0.370125 0.149625 0.574875 0.165375 0.622125c 0.063 0.20475 0.1575 0.401625 0.291375 0.58275c 0.33075 0.464625 0.70875 0.700875 1.141875 0.700875c 0.2835 0 0.42525 -0.17325 0.42525 -0.511875c 0 -0.307125 -0.149625 -0.8505 -0.45675 -1.638c -0.07875 -0.20475 -0.118125 -0.3465 -0.118125 -0.433125c 0 -0.42525 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<span style="color: #d73948">import</span> torch.nn <span style="color: #d73948">as</span> nn

<span style="color: #d73948">class</span> <span style="color: #4b69c6">VanillaRNN</span>(<span style="color: #8b41b1">nn</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">Module</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, input_size: <span style="color: #4b69c6">int</span>, hidden_size: <span style="color: #4b69c6">int</span>, output_size: <span style="color: #4b69c6">int</span>):
        <span style="color: #4b69c6">super</span>().<span style="color: #4b69c6">__init__</span>()
        <span style="color: #d73948">self</span>.hidden_size <span style="color: #d73948">=</span> hidden_size
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Linear layer for current input token</span>
        <span style="color: #d73948">self</span>.W_xh <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(input_size, hidden_size)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Linear layer for previous hidden state (the recurrence mechanism)</span>
        <span style="color: #d73948">self</span>.W_hh <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(hidden_size, hidden_size)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Linear layer to generate final output from hidden state</span>
        <span style="color: #d73948">self</span>.W_hy <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(hidden_size, output_size)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Non-linear activation to bound the hidden state values</span>
        <span style="color: #d73948">self</span>.tanh <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Tanh</span>()

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x: torch.Tensor) -> <span style="color: #4b69c6">tuple</span>[torch.Tensor, torch.Tensor]:
        <span style="color: #74747c">#</span><span style="color: #74747c"> x shape: (batch_size, seq_len, input_size)</span>
        batch_size, seq_len, <span style="color: #d73948">_</span> <span style="color: #d73948">=</span> x.<span style="color: #4b69c6">size</span>()
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 1: Initialize the first hidden state h_0 with zeros</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Shape: (batch_size, hidden_size)</span>
        h_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">zeros</span>(batch_size, <span style="color: #d73948">self</span>.hidden_size, device<span style="color: #d73948">=</span>x.device)
        
        outputs <span style="color: #d73948">=</span> []
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 2: Unroll the sequence over the time dimension</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> THIS is the core of RNN. It forces sequential computation.</span>
        <span style="color: #d73948">for</span> t <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(seq_len):
            <span style="color: #74747c">#</span><span style="color: #74747c"> Extract the token embedding at time step t</span>
            x_t <span style="color: #d73948">=</span> x[:, t, :]  <span style="color: #74747c">#</span><span style="color: #74747c"> Shape: (batch_size, input_size)</span>
            
            <span style="color: #74747c">#</span><span style="color: #74747c"> Step 3: Compute new hidden state h_t</span>
            <span style="color: #74747c">#</span><span style="color: #74747c"> Combine current input and previous history</span>
            h_t <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">tanh</span>(<span style="color: #d73948">self</span>.<span style="color: #4b69c6">W_xh</span>(x_t) <span style="color: #d73948">+</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">W_hh</span>(h_t))
            
            <span style="color: #74747c">#</span><span style="color: #74747c"> Step 4: Compute output for the current time step</span>
            y_t <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">W_hy</span>(h_t)
            outputs.<span style="color: #4b69c6">append</span>(y_t)
            
        <span style="color: #74747c">#</span><span style="color: #74747c"> Stack all outputs along the sequence dimension</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> final_outputs shape: (batch_size, seq_len, output_size)</span>
        final_outputs <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">stack</span>(outputs, dim<span style="color: #d73948">=</span><span style="color: #b60157">1</span>)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Return both the sequence of outputs and the final hidden state</span>
        <span style="color: #d73948">return</span> final_outputs, h_t</code></pre></div><h2 id="rnn-vs-transformer"><span class="heading-num">02</span>RNN vs Transformer<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/rnn/#rnn-vs-transformer" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>基于上述工作流，这两种架构在工程特性上有显著差异：</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 47.644444444em; height: 14.629777778em; display: block" viewBox="0 0 536 164.585" width="536pt" height="164.585pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" transform="translate(0 0.09)" d="M 0 0m 0 0h 15.1v 5.235h -15.1v -5.235Z "/><g transform="translate(0 0.09)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g30638DCA7CE0FDA0A6A87F1B4AD5370D" x="0" y="0" fill="#222a2d" 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href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>要理解 Mamba，我们需要将思维从 Transformer 的“全局注意力”切回到 RNN 的“时序状态机”，但这次，我们要解决 Vanilla RNN 和 LSTM 共同的工程死穴：<strong>训练阶段无法并行</strong>。</p><p>Mamba 的核心目标非常明确：<strong>既要拥有 Transformer 级别的高效并行训练能力，又要保持 RNN <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.046em; height: 0.683em;" viewBox="0 0 23.0175 7.68375" width="23.0175pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 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class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#shu-xue-ji-chu-cong-lian-xu-dao-li-san-de-zhuang-tai-kong-jian-mo-xing-ssm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Mamba 的前身是 S4 等状态空间模型。SSM 的思想源于控制论，它假设系统的状态演化可以用一组连续的微分方程来描述：</p><div role="math" class="math-block"><svg style="overflow: visible; width: 9.5719em; height: 0.996em; display: block" viewBox="0 0 107.683875 11.205" width="107.683875pt" height="11.205pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 8.415)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 4.33125)"><use xlink:href="#gFBBD7C4327C6B9A2C2BDD7A6DC51D040" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 10.315125 8.415)"><use 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是一个连续的实数。</p><p>但在自然语言处理 (NLP) 中，输入数据是文本 Token。文本在时间维度上是<strong>高度离散</strong>的（第 1 个 Token，第 2 个 Token……不存在第 1.5 个 Token）。因此，我们无法直接将离散的文本序列输入到连续的微分方程中。</p><p>我们需要一种数学映射，把描述连续曲线演化的系统，转换为一步一步跳跃迭代的系统。这就是“离散化”。</p><p>为了进行离散化，我们需要定义两个相邻 Token 之间的“虚拟时间间隔”，这就是<strong>步长 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.833em; height: 0.683em;" viewBox="0 0 9.37125 7.68375" width="9.37125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gE4C476FE4D88F16AEFA968F4FD358EFD" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gE4C476FE4D88F16AEFA968F4FD358EFD" overflow="visible"><path d="M 0 0m 8.53875 0c 0.19125 0 0.2925 0.045 0.2925 0.14625l -3.825 7.68375c -0.07875 0.14625 -0.18 0.225 -0.32625 0.225c -0.14625 0 -0.2475 -0.07875 -0.32625 -0.225l -3.76875 -7.54875c -0.03375 -0.07875 -0.05625 -0.12375 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transform="matrix(1 0 0 -1 6.56125 7.68375)"><use xlink:href="#g2E7CB3EFECF1F4458BEEAB2855AC8723" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 17.81375 7.68375)"><use xlink:href="#gE4C476FE4D88F16AEFA968F4FD358EFD" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gD83E7C8500527D233055372BE0864457" overflow="visible"><path d="M 0 0m 3.7125 4.71375c 0 0.10125 -0.1125 0.1575 -0.34875 0.1575h -0.91125c 0.2925 1.17 0.43875 1.7775 0.43875 1.8225c 0 0.23625 -0.12375 0.34875 -0.36 0.34875c -0.25875 0 -0.41625 -0.14625 -0.48375 -0.43875l -0.41625 -1.7325h -1.00125c -0.2475 0 -0.37125 -0.01125 -0.37125 -0.2475c 0 -0.12375 0.1125 -0.18 0.34875 -0.18h 0.91125c -0.55125 -2.19375 -0.82125 -3.3525 -0.82125 -3.49875c 0 -0.63 0.4275 -1.06875 1.0575 -1.06875c 0.4275 0 0.79875 0.19125 1.125 0.585c 0.27 0.32625 0.46125 0.64125 0.585 0.945c 0.045 0.12375 0.0675 0.19125 0.0675 0.225c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.09 0 -0.1575 -0.05625 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-0.135Z m -4.21875 6.795l 2.925 -5.86125h -5.85Z "/></symbol></defs></svg></span> 时刻的状态变化，本质上是对微分方程求积分。为了简化积分过程，工程上通常引入<strong>零阶保持 (ZOH)</strong> 假设：</p><ul><li><strong>ZOH 假设</strong>：假设在时间区间 <span role="math" class="math-inline"><svg style="overflow: visible; width: 3.895111111em; height: 0.683em;" viewBox="0 0 43.82 7.68375" width="43.82pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gF3C2CAF2E710FC7FD817045C0226CD75" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 3.195 7.68375)"><use xlink:href="#gD83E7C8500527D233055372BE0864457" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 7.25625 7.68375)"><use xlink:href="#gE8B201EB28C67BCC3BA92502992BB954" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 12.25875 7.68375)"><use 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id="wei-shen-me-chun-xian-xing-neng-shi-xian-bing-xing-ji-suan"><span class="heading-num">1.2</span>为什么“纯线性”能实现并行计算？<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#wei-shen-me-chun-xian-xing-neng-shi-xian-bing-xing-ji-suan" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>Vanilla RNN 和离散化后的 SSM 在公式上非常像：</p><ul><li><strong>RNN</strong>: <span role="math" class="math-inline"><svg style="overflow: visible; width: 12.7356em; height: 0.683em;" viewBox="0 0 143.2755 7.68375" width="143.2755pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" 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fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g4B29D40887BC36778AEF546AA7140F90" x="16.25625" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gE9273F65732DBA7B896B3805E1C47720" overflow="visible"><path d="M 0 0m 3.735 1.4175v 0.675h -0.36v -0.6525c 0 -0.5625 -0.2025 -1.1925 -0.6975 -1.1925c -0.46125 0 -0.68625 0.3825 -0.68625 1.1475v 3.04875h 1.56375v 0.4275h -1.56375v 2.0475h -0.36c -0.01125 -0.37125 -0.045 -0.6975 -0.12375 -0.99c -0.19125 -0.7425 -0.63 -1.125 -1.29375 -1.15875v -0.32625h 0.93375v -3.02625c 0 -0.66375 0.2025 -1.09125 0.59625 -1.305c 0.30375 -0.1575 0.585 -0.23625 0.86625 -0.23625c 0.7425 0 1.125 0.7425 1.125 1.54125Z "/></symbol><symbol id="g231A1901A5458DBEDC2596A0F92B22C8" overflow="visible"><path d="M 0 0m 5.43375 1.02375v 0.66375h -0.36v -0.66375c 0 -0.43875 -0.12375 -0.66375 -0.36 -0.66375c -0.225 0 -0.36 0.28125 -0.36 0.50625v 2.21625c 0 0.39375 -0.045 0.68625 -0.12375 0.88875c -0.27 0.66375 -1.04625 1.06875 -1.83375 1.06875c -0.86625 0 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1.29375 0.03375l 1.2825 -0.03375v 0.4275c -0.36 0 -0.59625 0.01125 -0.70875 0.045c -0.1125 0.03375 -0.1575 0.1125 -0.1575 0.2475v 2.10375c 0 0.52875 -0.01125 0.9 -0.045 1.11375c -0.1125 0.68625 -0.61875 1.035 -1.5075 1.035c -0.70875 0 -1.2375 -0.3375 -1.58625 -1.0125v 1.0125l -1.65375 -0.12375v -0.4275c 0.405 0 0.6525 -0.03375 0.7425 -0.10125c 0.09 -0.0675 0.12375 -0.21375 0.12375 -0.4725v -2.95875c 0 -0.21375 -0.045 -0.34875 -0.12375 -0.39375c -0.07875 -0.045 -0.32625 -0.0675 -0.7425 -0.0675v -0.4275l 1.29375 0.03375l 1.2825 -0.03375v 0.4275c -0.41625 0 -0.6525 0.0225 -0.73125 0.0675c -0.07875 0.045 -0.12375 0.18 -0.12375 0.39375v 2.025c 0 0.91125 0.57375 1.7325 1.45125 1.7325Z "/></symbol><symbol id="g4B29D40887BC36778AEF546AA7140F90" overflow="visible"><path d="M 0 0m 3.5325 4.66875c 0.50625 0 0.765 -0.39375 0.765 -1.1925v -2.5875c 0 -0.21375 -0.03375 -0.34875 -0.1125 -0.39375c -0.07875 -0.045 -0.32625 -0.05625 -0.7425 -0.05625v -0.43875l 1.29375 0.03375l 1.2825 -0.03375v 0.43875c 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transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g87467BD6BB43C0B6C51BF56981A6CA36" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.23625 0 0.495 0.01125 0.5175 -0.14625l -1.6425 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.225 0 0.3825 0.1125 0.46125 0.32625l 0.45 1.845c 0.135 0.55125 0.23625 0.9675 0.315 1.24875c 0.03375 0.07875 0.12375 0.23625 0.27 0.46125c 0.405 0.6075 0.9 0.91125 1.49625 0.91125c 0.37125 0 0.55125 -0.2475 0.55125 -0.73125c 0 -0.46125 -0.225 -1.2825 -0.675 -2.475c -0.10125 -0.25875 -0.14625 -0.46125 -0.14625 -0.63c 0 -0.54 0.405 -0.95625 0.945 -0.95625c 0.495 0 0.88875 0.28125 1.17 0.855c 0.21375 0.45 0.32625 0.75375 0.32625 0.9c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.03375 0 -0.2025 -0.10125 -0.2025 -0.23625Z "/></symbol><symbol id="g87467BD6BB43C0B6C51BF56981A6CA36" overflow="visible"><path d="M 0 0m 2.779875 2.779875c 0.527625 0.212625 1.031625 0.67725 1.031625 1.346625c 0 0.354375 -0.189 0.637875 -0.559125 0.842625c -0.307125 0.17325 -0.653625 0.259875 -1.0395 0.259875c -0.385875 0 -0.7245 -0.07875 -1.015875 -0.244125c -0.354375 -0.196875 -0.5355 -0.4725 -0.5355 -0.826875c 0 -0.29925 0.149625 -0.448875 0.441 -0.448875c 0.244125 0 0.42525 0.189 0.42525 0.433125c 0 0.244125 -0.126 0.385875 -0.370125 0.42525c 0.228375 0.244125 0.567 0.370125 1.031625 0.370125c 0.511875 0 0.80325 -0.307125 0.80325 -0.811125c 0 -0.370125 -0.102375 -0.669375 -0.29925 -0.905625c -0.2205 -0.259875 -0.378 -0.29925 -0.83475 -0.33075c -0.212625 -0.01575 -0.354375 0.007875 -0.354375 -0.149625c 0 -0.0945 0.07875 -0.14175 0.228375 -0.14175h 0.417375c 0.67725 0 1.008 -0.511875 1.008 -1.220625c 0 -0.693 -0.315 -1.220625 -0.9765 -1.220625c -0.574875 0 -0.99225 0.1575 -1.252125 0.480375c 0.275625 0.0315 0.417375 0.189 0.417375 0.464625c 0 0.259875 -0.196875 0.45675 -0.45675 0.45675c -0.307125 0 -0.464625 -0.1575 -0.464625 -0.480375c 0 -0.401625 0.20475 -0.7245 0.606375 -0.952875c 0.338625 -0.189 0.7245 -0.2835 1.1655 -0.2835c 0.480375 0 0.89775 0.133875 1.26 0.401625c 0.39375 0.291375 0.590625 0.669375 0.590625 1.134c 0 0.732375 -0.637875 1.236375 -1.267875 1.40175Z "/></symbol></defs></svg></span>，必须先算完 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.0303em; height: 0.683em;" viewBox="0 0 11.590875 7.68375" width="11.590875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g8888C44A5E2DE8DF1B219CB4C7A9BEA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.23625 0 0.495 0.01125 0.5175 -0.14625l -1.6425 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.225 0 0.3825 0.1125 0.46125 0.32625l 0.45 1.845c 0.135 0.55125 0.23625 0.9675 0.315 1.24875c 0.03375 0.07875 0.12375 0.23625 0.27 0.46125c 0.405 0.6075 0.9 0.91125 1.49625 0.91125c 0.37125 0 0.55125 -0.2475 0.55125 -0.73125c 0 -0.46125 -0.225 -1.2825 -0.675 -2.475c -0.10125 -0.25875 -0.14625 -0.46125 -0.14625 -0.63c 0 -0.54 0.405 -0.95625 0.945 -0.95625c 0.495 0 0.88875 0.28125 1.17 0.855c 0.21375 0.45 0.32625 0.75375 0.32625 0.9c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.03375 0 -0.2025 -0.10125 -0.2025 -0.23625Z "/></symbol><symbol id="g8888C44A5E2DE8DF1B219CB4C7A9BEA" overflow="visible"><path d="M 0 0m 0.937125 3.339c 0.252 0 0.441 0.189 0.441 0.441c 0 0.2835 -0.149625 0.433125 -0.441 0.441c 0.17325 0.370125 0.567 0.669375 1.078875 0.669375c 0.693 0 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0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.23625 0 0.495 0.01125 0.5175 -0.14625l -1.6425 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.225 0 0.3825 0.1125 0.46125 0.32625l 0.45 1.845c 0.135 0.55125 0.23625 0.9675 0.315 1.24875c 0.03375 0.07875 0.12375 0.23625 0.27 0.46125c 0.405 0.6075 0.9 0.91125 1.49625 0.91125c 0.37125 0 0.55125 -0.2475 0.55125 -0.73125c 0 -0.46125 -0.225 -1.2825 -0.675 -2.475c -0.10125 -0.25875 -0.14625 -0.46125 -0.14625 -0.63c 0 -0.54 0.405 -0.95625 0.945 -0.95625c 0.495 0 0.88875 0.28125 1.17 0.855c 0.21375 0.45 0.32625 0.75375 0.32625 0.9c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.03375 0 -0.2025 -0.10125 -0.2025 -0.23625Z "/></symbol><symbol id="g87467BD6BB43C0B6C51BF56981A6CA36" overflow="visible"><path d="M 0 0m 2.779875 2.779875c 0.527625 0.212625 1.031625 0.67725 1.031625 1.346625c 0 0.354375 -0.189 0.637875 -0.559125 0.842625c -0.307125 0.17325 -0.653625 0.259875 -1.0395 0.259875c -0.385875 0 -0.7245 -0.07875 -1.015875 -0.244125c -0.354375 -0.196875 -0.5355 -0.4725 -0.5355 -0.826875c 0 -0.29925 0.149625 -0.448875 0.441 -0.448875c 0.244125 0 0.42525 0.189 0.42525 0.433125c 0 0.244125 -0.126 0.385875 -0.370125 0.42525c 0.228375 0.244125 0.567 0.370125 1.031625 0.370125c 0.511875 0 0.80325 -0.307125 0.80325 -0.811125c 0 -0.370125 -0.102375 -0.669375 -0.29925 -0.905625c -0.2205 -0.259875 -0.378 -0.29925 -0.83475 -0.33075c -0.212625 -0.01575 -0.354375 0.007875 -0.354375 -0.149625c 0 -0.0945 0.07875 -0.14175 0.228375 -0.14175h 0.417375c 0.67725 0 1.008 -0.511875 1.008 -1.220625c 0 -0.693 -0.315 -1.220625 -0.9765 -1.220625c -0.574875 0 -0.99225 0.1575 -1.252125 0.480375c 0.275625 0.0315 0.417375 0.189 0.417375 0.464625c 0 0.259875 -0.196875 0.45675 -0.45675 0.45675c -0.307125 0 -0.464625 -0.1575 -0.464625 -0.480375c 0 -0.401625 0.20475 -0.7245 0.606375 -0.952875c 0.338625 -0.189 0.7245 -0.2835 1.1655 -0.2835c 0.480375 0 0.89775 0.133875 1.26 0.401625c 0.39375 0.291375 0.590625 0.669375 0.590625 1.134c 0 0.732375 -0.637875 1.236375 -1.267875 1.40175Z "/></symbol></defs></svg></span> 不再依赖于 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.0303em; height: 0.683em;" viewBox="0 0 11.590875 7.68375" width="11.590875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g28CCAAB5F405CA42E19A94A57A0CD0D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.23625 0 0.495 0.01125 0.5175 -0.14625l -1.6425 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.225 0 0.3825 0.1125 0.46125 0.32625l 0.45 1.845c 0.135 0.55125 0.23625 0.9675 0.315 1.24875c 0.03375 0.07875 0.12375 0.23625 0.27 0.46125c 0.405 0.6075 0.9 0.91125 1.49625 0.91125c 0.37125 0 0.55125 -0.2475 0.55125 -0.73125c 0 -0.46125 -0.225 -1.2825 -0.675 -2.475c -0.10125 -0.25875 -0.14625 -0.46125 -0.14625 -0.63c 0 -0.54 0.405 -0.95625 0.945 -0.95625c 0.495 0 0.88875 0.28125 1.17 0.855c 0.21375 0.45 0.32625 0.75375 0.32625 0.9c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.03375 0 -0.2025 -0.10125 -0.2025 -0.23625Z "/></symbol><symbol id="g28CCAAB5F405CA42E19A94A57A0CD0D" overflow="visible"><path d="M 0 0m 2.386125 5.229c -0.338625 -0.33075 -0.842625 -0.496125 -1.52775 -0.496125v -0.3465c 0.464625 0 0.83475 0.070875 1.11825 0.20475v -3.92175c 0 -0.102375 -0.007875 -0.165375 -0.0315 -0.196875c -0.039375 -0.086625 -0.275625 -0.133875 -0.70875 -0.133875h -0.322875v -0.338625l 1.40175 0.0315l 1.409625 -0.0315v 0.338625h -0.322875c -0.433125 0 -0.669375 0.04725 -0.716625 0.133875c -0.01575 0.0315 -0.023625 0.0945 -0.023625 0.196875v 4.307625c 0 0.212625 -0.0315 0.252 -0.275625 0.252Z "/></symbol></defs></svg></span> 和 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.0303em; height: 0.683em;" viewBox="0 0 11.590875 7.68375" width="11.590875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g8888C44A5E2DE8DF1B219CB4C7A9BEA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 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id="mamba-de-he-xin-chuang-xin-xuan-ze-xing-ji-zhi-selective-ssm"><span class="heading-num">02</span>Mamba 的核心创新：选择性机制 (Selective SSM)<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#mamba-de-he-xin-chuang-xin-xuan-ze-xing-ji-zhi-selective-ssm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>传统的 SSM（如 S4）有一个致命缺陷：它的矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 3.211333333em; height: 0.683em;" viewBox="0 0 36.1275 7.68375" width="36.1275pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.4375 7.68375)"><use xlink:href="#gE8B201EB28C67BCC3BA92502992BB954" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g 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0 0.67725 0.401625 1.30725 1.0395 1.30725c 0.244125 0 0.448875 -0.07875 0.61425 -0.23625c 0.29925 -0.2835 0.338625 -0.637875 0.338625 -1.236375c 0 -0.504 -0.070875 -0.858375 -0.20475 -1.05525c -0.189 -0.26775 -0.448875 -0.401625 -0.7875 -0.401625c -0.763875 0 -1.000125 0.716625 -1.000125 1.62225Z "/></symbol></defs></svg></span> 完成。对于长度为 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.909em; height: 0.683em;" viewBox="0 0 10.22625 7.68375" width="10.22625pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gEA0824529685922678925C11BA79A34C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gEA0824529685922678925C11BA79A34C" overflow="visible"><path d="M 0 0m 9.72 7.68375c -0.21375 0 -0.91125 -0.03375 -1.125 -0.03375c -0.21375 0 -0.9225 0.03375 -1.13625 0.03375c -0.16875 0 -0.2475 -0.09 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overflow="visible"><path d="M 0 0m 0.8775 -2.75625c 0.675 0.5175 1.2375 1.2825 1.69875 2.30625c 0.43875 0.97875 0.66375 1.90125 0.66375 2.79v 0.945c 0 0.88875 -0.225 1.81125 -0.66375 2.79c -0.46125 1.02375 -1.02375 1.78875 -1.69875 2.30625c -0.03375 0.0225 -0.0675 0.03375 -0.07875 0.03375c -0.10125 0 -0.1575 -0.05625 -0.1575 -0.1575c 0 -0.045 0.0225 -0.09 0.05625 -0.12375c 0.585 -0.45 1.0575 -1.1925 1.40625 -2.21625c 0.30375 -0.88875 0.46125 -1.76625 0.46125 -2.6325v -0.945c 0 -0.86625 -0.1575 -1.74375 -0.46125 -2.6325c -0.34875 -1.02375 -0.82125 -1.76625 -1.40625 -2.21625c -0.03375 -0.045 -0.05625 -0.09 -0.05625 -0.12375c 0 -0.10125 0.05625 -0.1575 0.1575 -0.1575c 0.01125 0 0.045 0.01125 0.07875 0.03375Z "/></symbol></defs></svg></span> 步（时间步）。</p><p><strong>并行计算（利用结合律）：</strong> 加法满足<strong>结合律</strong>：<span role="math" class="math-inline"><svg style="overflow: visible; width: 10.639333333em; height: 0.683em;" viewBox="0 0 119.6925 7.68375" width="119.6925pt" height="7.68375pt" 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0.7875c 0.1575 0.01125 0.23625 0.10125 0.23625 0.28125c -0.03375 0.10125 -0.045 0.1575 -0.19125 0.1575Z "/></symbol></defs></svg></span> 的序列，原本需要 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.909em; height: 0.683em;" viewBox="0 0 10.22625 7.68375" width="10.22625pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gEA0824529685922678925C11BA79A34C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gEA0824529685922678925C11BA79A34C" overflow="visible"><path d="M 0 0m 9.72 7.68375c -0.21375 0 -0.91125 -0.03375 -1.125 -0.03375c -0.21375 0 -0.9225 0.03375 -1.13625 0.03375c -0.16875 0 -0.2475 -0.09 -0.2475 -0.27c 0 -0.10125 0.07875 -0.1575 0.2475 -0.16875c 0.4725 0 0.70875 -0.14625 0.70875 -0.43875c 0 -0.0675 -0.01125 -0.14625 -0.0225 -0.225l -1.215 -4.815l -2.41875 5.68125c -0.09 0.21375 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步。这就是并行化的本质：<strong>用多余的计算单元（GPU 核心）换取时间复杂度的指数级下降</strong>。</p><h3 id="mamba-de-gong-shi-ru-he-tao-yong-bing-xing-qian-zhui-he"><span class="heading-num">3.2</span>Mamba 的公式如何套用并行前缀和<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#mamba-de-gong-shi-ru-he-tao-yong-bing-xing-qian-zhui-he" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>前缀和算的是“加法”，但 Mamba 的公式 <span role="math" class="math-inline"><svg style="overflow: visible; width: 8.5239em; height: 0.683em;" viewBox="0 0 95.893875 7.68375" width="95.893875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" 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0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 0.10125 -0.16875 0.30375 -0.16875c 0.23625 0 0.495 0.01125 0.5175 -0.14625l -1.6425 -6.62625c -0.03375 -0.12375 -0.045 -0.2025 -0.045 -0.2475c 0 -0.23625 0.12375 -0.36 0.36 -0.36c 0.225 0 0.3825 0.1125 0.46125 0.32625l 0.45 1.845c 0.135 0.55125 0.23625 0.9675 0.315 1.24875c 0.03375 0.07875 0.12375 0.23625 0.27 0.46125c 0.405 0.6075 0.9 0.91125 1.49625 0.91125c 0.37125 0 0.55125 -0.2475 0.55125 -0.73125c 0 -0.46125 -0.225 -1.2825 -0.675 -2.475c -0.10125 -0.25875 -0.14625 -0.46125 -0.14625 -0.63c 0 -0.54 0.405 -0.95625 0.945 -0.95625c 0.495 0 0.88875 0.28125 1.17 0.855c 0.21375 0.45 0.32625 0.75375 0.32625 0.9c 0 0.10125 -0.05625 0.1575 -0.18 0.1575c -0.03375 0 -0.2025 -0.10125 -0.2025 -0.23625Z "/></symbol><symbol id="gDA994C04CED7D9E39A5ACD3CACAFD4C0" overflow="visible"><path d="M 0 0m 4.0635 2.512125c 0 0.889875 -0.1575 1.567125 -0.464625 2.03175c -0.252 0.39375 -0.756 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0.03375c -0.10125 0 -0.1575 -0.05625 -0.1575 -0.1575c 0 -0.045 0.0225 -0.09 0.05625 -0.12375c 0.585 -0.45 1.0575 -1.1925 1.40625 -2.21625c 0.30375 -0.88875 0.46125 -1.76625 0.46125 -2.6325v -0.945c 0 -0.86625 -0.1575 -1.74375 -0.46125 -2.6325c -0.34875 -1.02375 -0.82125 -1.76625 -1.40625 -2.21625c -0.03375 -0.045 -0.05625 -0.09 -0.05625 -0.12375c 0 -0.10125 0.05625 -0.1575 0.1575 -0.1575c 0.01125 0 0.045 0.01125 0.07875 0.03375Z "/></symbol></defs></svg></span> 的串行 <code>for</code> 循环，直接把包含矩阵乘法和加法的算子 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.782em; height: 0.683em;" viewBox="0 0 8.7975 7.68375" width="8.7975pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g32D4528F05CBD46F1CAA8F717713DC8C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g32D4528F05CBD46F1CAA8F717713DC8C" 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<span style="color: #d73948">import</span> torch.nn <span style="color: #d73948">as</span> nn
<span style="color: #d73948">import</span> torch.nn.functional <span style="color: #d73948">as</span> F

<span style="color: #d73948">class</span> <span style="color: #4b69c6">MambaBlock</span>(<span style="color: #8b41b1">nn</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">Module</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, d_model: <span style="color: #4b69c6">int</span>, d_state: <span style="color: #4b69c6">int</span>, d_conv: <span style="color: #4b69c6">int</span>):
        <span style="color: #4b69c6">super</span>().<span style="color: #4b69c6">__init__</span>()
        <span style="color: #d73948">self</span>.d_model <span style="color: #d73948">=</span> d_model
        <span style="color: #d73948">self</span>.d_state <span style="color: #d73948">=</span> d_state
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> 1D Convolution applied to input before SSM mapping</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> This helps capture local token context (like an n-gram)</span>
        <span style="color: #d73948">self</span>.conv1d <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Conv1d</span>(
            in_channels<span style="color: #d73948">=</span>d_model, 
            out_channels<span style="color: #d73948">=</span>d_model, 
            kernel_size<span style="color: #d73948">=</span>d_conv, 
            padding<span style="color: #d73948">=</span>d_conv <span style="color: #d73948">-</span> <span style="color: #b60157">1</span>,
            groups<span style="color: #d73948">=</span>d_model
        )
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Linear projections for data-dependent parameters (The Selective part)</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> B and C depend on the input, mapping from d_model to d_state</span>
        <span style="color: #d73948">self</span>.x_proj <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(d_model, d_state <span style="color: #d73948">*</span> <span style="color: #b60157">2</span> <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Projection for Delta (step size), which also depends on input</span>
        <span style="color: #d73948">self</span>.dt_proj <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(<span style="color: #b60157">1</span>, d_model)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> The A matrix is an internal learned parameter, initialized specifically</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Shape: (d_model, d_state)</span>
        A <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">arange</span>(<span style="color: #b60157">1</span>, d_state <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>).<span style="color: #4b69c6">float</span>().<span style="color: #4b69c6">unsqueeze</span>(<span style="color: #b60157">0</span>).<span style="color: #4b69c6">repeat</span>(d_model, <span style="color: #b60157">1</span>)
        <span style="color: #d73948">self</span>.A_log <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Parameter</span>(torch.<span style="color: #4b69c6">log</span>(A)) 
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> D parameter for a residual skip connection</span>
        <span style="color: #d73948">self</span>.D <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Parameter</span>(torch.<span style="color: #4b69c6">ones</span>(d_model))

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x: torch.Tensor) -> torch.Tensor:
        <span style="color: #74747c">#</span><span style="color: #74747c"> x shape: (batch_size, seq_len, d_model)</span>
        batch_size, seq_len, <span style="color: #d73948">_</span> <span style="color: #d73948">=</span> x.shape
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 1: Local sequence convolution</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Transpose for PyTorch Conv1d format: (batch, channels, length)</span>
        x_conv <span style="color: #d73948">=</span> x.<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
        x_conv <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">conv1d</span>(x_conv)[:, :, :seq_len] 
        x_conv <span style="color: #d73948">=</span> x_conv.<span style="color: #4b69c6">transpose</span>(<span style="color: #b60157">1</span>, <span style="color: #b60157">2</span>)
        x_conv <span style="color: #d73948">=</span> F.<span style="color: #4b69c6">silu</span>(x_conv) <span style="color: #74747c">#</span><span style="color: #74747c"> Activation</span>
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 2: Project input to Selective Parameters (B, C, and raw delta)</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> x_proj outputs (batch, seq_len, 2 * d_state + 1)</span>
        x_proj_out <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">x_proj</span>(x_conv)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Split into delta, B, and C</span>
        delta_raw, B, C <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">split</span>(
            x_proj_out, 
            [<span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.d_state, <span style="color: #d73948">self</span>.d_state], 
            dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>
        )
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Process delta: apply softplus to make it positive</span>
        delta <span style="color: #d73948">=</span> F.<span style="color: #4b69c6">softplus</span>(<span style="color: #d73948">self</span>.<span style="color: #4b69c6">dt_proj</span>(delta_raw)) <span style="color: #74747c">#</span><span style="color: #74747c"> (batch, seq_len, d_model)</span>
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 3: Discretization (Zero-order hold approximations)</span>
        A <span style="color: #d73948">=</span> <span style="color: #d73948">-</span>torch.<span style="color: #4b69c6">exp</span>(<span style="color: #d73948">self</span>.A_log) <span style="color: #74747c">#</span><span style="color: #74747c"> Shape: (d_model, d_state)</span>
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> delta * A</span>
        delta_A <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">b l d, d n -> b l d n</span><span style="color: #198810">'</span>, delta, A)
        <span style="color: #74747c">#</span><span style="color: #74747c"> bar_A = exp(delta * A)</span>
        bar_A <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">exp</span>(delta_A) 
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> bar_B = delta * B</span>
        bar_B <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">b l d, b l n -> b l d n</span><span style="color: #198810">'</span>, delta, B)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 4: The Core SSM computation (Selective Scan)</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> In actual implementation, this part is replaced by a highly optimized </span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> custom CUDA kernel to perform parallel associative scan in SRAM.</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Here we show the conceptual unrolled loop for clarity.</span>
        
        y <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">_conceptual_selective_scan</span>(x_conv, bar_A, bar_B, C)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 5: Add skip connection (D)</span>
        output <span style="color: #d73948">=</span> y <span style="color: #d73948">+</span> x <span style="color: #d73948">*</span> <span style="color: #d73948">self</span>.D
        
        <span style="color: #d73948">return</span> output
        
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">_conceptual_selective_scan</span>(self, x, bar_A, bar_B, C):
        <span style="color: #74747c">"""</span>
<span style="color: #74747c">        Conceptual implementation of the sequential dependency.</span>
<span style="color: #74747c">        In reality, this is computed in parallel $O(log N)$ using prefix sums.</span>
<span style="color: #74747c">        </span><span style="color: #74747c">"""</span>
        batch, seq_len, d_model <span style="color: #d73948">=</span> x.shape
        d_state <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.d_state
        
        h_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">zeros</span>(batch, d_model, d_state, device<span style="color: #d73948">=</span>x.device)
        outputs <span style="color: #d73948">=</span> []
        
        <span style="color: #d73948">for</span> t <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(seq_len):
            x_t <span style="color: #d73948">=</span> x[:, t, :] <span style="color: #74747c">#</span><span style="color: #74747c"> (batch, d_model)</span>
            
            <span style="color: #74747c">#</span><span style="color: #74747c"> Update hidden state: h_t = bar_A * h_{t-1} + bar_B * x_t</span>
            <span style="color: #74747c">#</span><span style="color: #74747c"> This is linear!</span>
            h_t <span style="color: #d73948">=</span> bar_A[:, t, :, :] <span style="color: #d73948">*</span> h_t <span style="color: #d73948">+</span> bar_B[:, t, :, :] <span style="color: #d73948">*</span> x_t.<span style="color: #4b69c6">unsqueeze</span>(<span style="color: #d73948">-</span><span style="color: #b60157">1</span>)
            
            <span style="color: #74747c">#</span><span style="color: #74747c"> Compute output: y_t = C * h_t</span>
            y_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">b d n, b n -> b d</span><span style="color: #198810">'</span>, h_t, C[:, t, :])
            outputs.<span style="color: #4b69c6">append</span>(y_t)
            
        <span style="color: #d73948">return</span> torch.<span style="color: #4b69c6">stack</span>(outputs, dim<span style="color: #d73948">=</span><span style="color: #b60157">1</span>)</code></pre></div><h2 id="mamba-vs-rnn"><span class="heading-num">05</span>Mamba vs RNN<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#mamba-vs-rnn" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>事实上，<strong>在推理阶段，Mamba 的本质就是一个 RNN。</strong> 它们都是处理时序数据的状态机，都具有 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.046em; height: 0.683em;" viewBox="0 0 23.0175 7.68375" width="23.0175pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g83EED39C239E2ABF0EF5692817B407E5" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.64 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-0.07875 0.03375c -0.10125 0 -0.1575 -0.05625 -0.1575 -0.1575c 0 -0.045 0.0225 -0.09 0.05625 -0.12375c 0.585 -0.45 1.0575 -1.1925 1.40625 -2.21625c 0.30375 -0.88875 0.46125 -1.76625 0.46125 -2.6325v -0.945c 0 -0.86625 -0.1575 -1.74375 -0.46125 -2.6325c -0.34875 -1.02375 -0.82125 -1.76625 -1.40625 -2.21625c -0.03375 -0.045 -0.05625 -0.09 -0.05625 -0.12375c 0 -0.10125 0.05625 -0.1575 0.1575 -0.1575c 0.01125 0 0.045 0.01125 0.07875 0.03375Z "/></symbol></defs></svg></span> 的推理复杂度和无限长度的理论上下文。</p><p>但如果看它的网络拓扑结构和数学表达，Mamba 和传统的 RNN/LSTM 在架构上有<strong>三个根本性的差异</strong>。正是这三个差异，不仅让 Mamba 可以使用并行前缀和，也彻底改变了它的特征提取能力。</p><h3 id="he-xin-cha-yi-yi-fei-xian-xing-ji-huo-han-shu-de-wei-zhi-chun-xian-xing-vs-fei-xian-xing-di-tui"><span class="heading-num">5.1</span>核心差异一：非线性激活函数的位置（纯线性 vs 非线性递推）<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#he-xin-cha-yi-yi-fei-xian-xing-ji-huo-han-shu-de-wei-zhi-chun-xian-xing-vs-fei-xian-xing-di-tui" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>这是两者在架构上最底层的分歧。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 39.111111111em; height: 15.668444444em; display: block" viewBox="0 0 440 176.27" width="440pt" height="176.27pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0m 0 0h 52.2v 6.27h -52.2v -6.27Z "/><g transform="translate(0 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g30638DCA7CE0FDA0A6A87F1B4AD5370D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g831D630D4A94ECFD5F8B4096F5162211" x="5.3" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g831D630D4A94ECFD5F8B4096F5162211" x="10.6" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#gD29612C7D70904EEFE304BC12D08F8AC" x="21.2" y="0" fill="#222a2d" fill-rule="nonzero"/><use 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aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>这决定了模型的“记忆容量”和信息瓶颈。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 36.222222222em; height: 11.888088889em; display: block" viewBox="0 0 407.5 133.741" width="407.5pt" height="133.741pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0m 0 0h 15.1v 5.235h -15.1v -5.235Z "/><g transform="translate(0 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g30638DCA7CE0FDA0A6A87F1B4AD5370D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g831D630D4A94ECFD5F8B4096F5162211" x="5.3" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g831D630D4A94ECFD5F8B4096F5162211" x="10.6" y="0" fill="#222a2d" fill-rule="nonzero"/></g></g><path fill="none" transform="translate(0 10.368)" d="M 0 0m 0 0h 91.177488889v 6.867h 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7.68375" width="10.512pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 0.675 2.46375c 0 0.79875 -0.5175 1.2375 -1.31625 1.2375c -0.59625 0 -1.11375 -0.2475 -1.5525 -0.73125l 0.82125 3.36375c -0.0225 0.10125 -0.045 0.16875 -0.19125 0.16875c -0.37125 0 -1.1925 -0.10125 -1.33875 -0.1125c -0.16875 -0.0225 -0.25875 -0.10125 -0.25875 -0.27c 0 -0.1125 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href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#he-xin-cha-yi-san-zhuan-yi-ju-zhen-de-dong-tai-xing-jing-tai-quan-zhong-vs-shu-ju-yi-lai" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>这是 Mamba 被称为 Selective SSM（选择性状态空间模型）的原因，也是它区别于早期纯线性 RNN 的关键。</p><ul><li><strong>RNN：静态转移矩阵（Static Transition）</strong></li></ul><p>RNN 的权重矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.8366em; height: 0.683em;" viewBox="0 0 20.66175 7.68375" width="20.66175pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gC60FA22BA38A01F7465E395080874331" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 9.495 10.4625)"><use xlink:href="#g3CA0F462C24CF1A0268C527E86FFE99F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 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<span style="color: #74747c">#</span><span style="color: #74747c"> self.W_hh is an nn.Parameter</span>
h_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">tanh</span>(<span style="color: #d73948">self</span>.W_hh <span style="color: #d73948">@</span> h_prev <span style="color: #d73948">+</span> <span style="color: #d73948">self</span>.W_xh <span style="color: #d73948">@</span> x_t)

<span style="color: #74747c">#</span><span style="color: #74747c"> Mamba (Transition matrices are dynamic outputs of the input)</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> delta, B, C are generated dynamically via linear layers from x_t</span>
delta_t <span style="color: #d73948">=</span> F.<span style="color: #4b69c6">softplus</span>(<span style="color: #d73948">self</span>.<span style="color: #4b69c6">proj_delta</span>(x_t))
B_t <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">proj_B</span>(x_t)

<span style="color: #74747c">#</span><span style="color: #74747c"> A_bar changes for every single token based on delta_t</span>
A_bar_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">exp</span>(delta_t <span style="color: #d73948">*</span> A_parameter) 

<span style="color: #74747c">#</span><span style="color: #74747c"> The recurrence happens with the dynamic A_bar_t and B_t</span>
h_t <span style="color: #d73948">=</span> A_bar_t <span style="color: #d73948">*</span> h_prev <span style="color: #d73948">+</span> (delta_t <span style="color: #d73948">*</span> B_t) <span style="color: #d73948">*</span> x_t </code></pre></div><p>正是这种动态生成 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.1084em; height: 0.683em;" viewBox="0 0 12.4695 7.68375" width="12.4695pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 9.14625 4.69125)"><use xlink:href="#g4FBE7E17F4EF21C81C6975EBA758B74F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.4375 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" 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LSTM</th><th>Mamba</th></tr></thead><tbody><tr><td><strong>循环函数性质</strong></td><td><strong>非线性</strong>（包含 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.001em; height: 0.683em;" viewBox="0 0 22.51125 7.68375" width="22.51125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gE9273F65732DBA7B896B3805E1C47720" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g231A1901A5458DBEDC2596A0F92B22C8" x="4.37625" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#gCF2405ED42862AB6173B6D1F7D0CE12A" x="10.00125" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g4B29D40887BC36778AEF546AA7140F90" x="16.25625" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gE9273F65732DBA7B896B3805E1C47720" overflow="visible"><path d="M 0 0m 3.735 1.4175v 0.675h -0.36v -0.6525c 0 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href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#to-read" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>这段伪代码非常经典，它完美映射了 Mamba 的三大核心工程：<strong>局部特征提取</strong>、<strong>数据依赖的参数生成（Selective 机制）</strong>，以及<strong>高维状态空间的纯线性递推</strong>。</p><p>我们可以按照数据流的执行顺序，逐块拆解如下:</p><hr><h2 id="block-1-chu-shi-hua-can-shu-__init__-da-jian-jia-gou-gu-jia"><span class="heading-num">07</span>Block 1: 初始化参数 (<code>__init__</code>) —— 搭建架构骨架<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#block-1-chu-shi-hua-can-shu-__init__-da-jian-jia-gou-gu-jia" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>这一部分定义了 Mamba Block 内部需要的权重。</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> 1. 深度可分离卷积 (Depthwise 1D Conv)</span>
<span style="color: #d73948">self</span>.conv1d <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Conv1d</span>(
    in_channels<span style="color: #d73948">=</span>d_model, out_channels<span style="color: #d73948">=</span>d_model, 
    kernel_size<span style="color: #d73948">=</span>d_conv, padding<span style="color: #d73948">=</span>d_conv <span style="color: #d73948">-</span> <span style="color: #b60157">1</span>, groups<span style="color: #d73948">=</span>d_model
)</code></pre></div><ul><li><strong>工程意义：</strong> 在进入严格的 SSM 线性递推之前，先用一个局部的 1D 卷积对输入进行平滑。<code>groups=d_model</code> 表示这是一个<strong>深度可分离卷积（Depthwise Convolution）</strong>，即每个特征通道独立进行卷积，跨通道不混合。这弥补了纯线性 SSM 在捕捉极短期、局部词汇组合（如 n-gram）时的能力不足。</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> 2. 选择性参数投影层</span>
<span style="color: #d73948">self</span>.x_proj <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(d_model, d_state <span style="color: #d73948">*</span> <span style="color: #b60157">2</span> <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>)
<span style="color: #d73948">self</span>.dt_proj <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(<span style="color: #b60157">1</span>, d_model)</code></pre></div><ul><li><strong>工程意义：</strong> 这两行就是 Mamba 被称为 "Selective" 的灵魂。</li><li><code>x_proj</code> 负责把输入的 token 向量（维度 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.832em; height: 0.683em;" viewBox="0 0 9.36 7.68375" width="9.36pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g674BE625E5E4E6C468764FBB0644E567" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g674BE625E5E4E6C468764FBB0644E567" overflow="visible"><path d="M 0 0m 6.37875 7.68375h -3.735c -0.25875 0 -0.3825 -0.01125 -0.3825 -0.25875c 0 -0.12375 0.12375 -0.18 0.37125 -0.18c 0.225 0 0.675 0.03375 0.675 -0.14625c 0 -0.0225 -0.01125 -0.09 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3. 核心状态转移矩阵 A 的初始化</span>
A <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">arange</span>(<span style="color: #b60157">1</span>, d_state <span style="color: #d73948">+</span> <span style="color: #b60157">1</span>).<span style="color: #4b69c6">float</span>().<span style="color: #4b69c6">unsqueeze</span>(<span style="color: #b60157">0</span>).<span style="color: #4b69c6">repeat</span>(d_model, <span style="color: #b60157">1</span>)
<span style="color: #d73948">self</span>.A_log <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Parameter</span>(torch.<span style="color: #4b69c6">log</span>(A)) </code></pre></div><ul><li><strong>工程意义：</strong> <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.75em; height: 0.683em;" viewBox="0 0 8.4375 7.68375" width="8.4375pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g79E5CE7C69607BD0F7BB6C60B6774982" overflow="visible"><path d="M 0 0m 1.54125 0.03375c 0.2025 0 0.9 -0.03375 1.11375 -0.03375c 0.16875 0 0.2475 0.09 0.2475 0.25875c 0 0.10125 -0.0675 0.16875 -0.21375 0.18c -0.32625 0.01125 -0.48375 0.12375 -0.48375 0.3375c 0 0.10125 0.10125 0.32625 0.315 0.66375c 0.30375 0.50625 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"/></symbol></defs></svg></span>），在控制论中，<strong>负的特征值保证了系统的稳定性</strong>（历史记忆会平滑衰减，而不是指数爆炸）。</li></ol><hr><h2 id="block-2-ju-bu-juan-ji-yu-can-shu-sheng-cheng-forward-step-1-&amp;-2"><span class="heading-num">08</span>Block 2: 局部卷积与参数生成 (<code>forward</code> Step 1 &amp; 2)<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/mamba/#block-2-ju-bu-juan-ji-yu-can-shu-sheng-cheng-forward-step-1-&amp;-2" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> Step 1: 局部卷积</span>
x_conv <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">conv1d</span>(x_conv)[:, :, :seq_len] 
x_conv <span style="color: #d73948">=</span> F.<span style="color: #4b69c6">silu</span>(x_conv)</code></pre></div><ul><li>这里执行了前面定义的 1D 卷积，并通过 <code>SiLU</code> 激活函数。注意切片 <code>[:seq_len]</code> 是为了因果卷积（Causal Convolution）的对齐，确保当前 token 看不到未来的 token。</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> Step 2: 动态生成 \Delta, B, C</span>
x_proj_out <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">x_proj</span>(x_conv)
delta_raw, B, C <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">split</span>(x_proj_out, [<span style="color: #b60157">1</span>, <span style="color: #d73948">self</span>.d_state, <span style="color: #d73948">self</span>.d_state], dim<span style="color: #d73948">=</span><span style="color: #d73948">-</span><span style="color: #b60157">1</span>)
delta <span style="color: #d73948">=</span> F.<span style="color: #4b69c6">softplus</span>(<span style="color: #d73948">self</span>.<span style="color: #4b69c6">dt_proj</span>(delta_raw)) <span style="color: #74747c">#</span><span style="color: #74747c"> (batch, seq_len, d_model)</span></code></pre></div><ul><li>将卷积后的特征映射并切分为 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.2792em; height: 0.683em;" viewBox="0 0 25.641 7.68375" width="25.641pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gE4C476FE4D88F16AEFA968F4FD358EFD" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 9.37125 10.4625)"><use xlink:href="#g419EA0F0A4460CBFBB2CF5093C0D9828" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 13.62375 10.4625)"><use 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#74747c"> 强制 A 为负数，保证系统衰减稳定</span></code></pre></div><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> 计算 \bar{A} = \exp(\Delta * A)</span>
delta_A <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">b l d, d n -> b l d n</span><span style="color: #198810">'</span>, delta, A)
bar_A <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">exp</span>(delta_A) </code></pre></div><ul><li><strong>数学映射：</strong> 这里执行的是 <span role="math" class="math-inline"><svg style="overflow: visible; width: 5.972555556em; height: 0.683em;" viewBox="0 0 67.19125 7.68375" width="67.19125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 9.14625 4.69125)"><use xlink:href="#g4FBE7E17F4EF21C81C6975EBA758B74F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 11.5625 7.68375)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 23.44 7.68375)"><use 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(<code>einsum</code>)：</strong></li><li><code>delta</code>: <code>(batch, seq_len, d_model)</code></li><li><code>A</code>: <code>(d_model, d_state)</code></li><li>输出 <code>delta_A</code> 形状为 <code>(batch, seq_len, d_model, d_state)</code>。这印证了前文所述：对于批次中的每个序列、每个时间步、每个特征通道，都有一个独立的 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.909em; height: 0.683em;" viewBox="0 0 10.22625 7.68375" width="10.22625pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gEA0824529685922678925C11BA79A34C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gEA0824529685922678925C11BA79A34C" overflow="visible"><path d="M 0 0m 9.72 7.68375c -0.21375 0 -0.91125 -0.03375 -1.125 -0.03375c -0.21375 0 -0.9225 0.03375 -1.13625 0.03375c -0.16875 0 -0.2475 -0.09 -0.2475 -0.27c 0 -0.10125 0.07875 -0.1575 0.2475 -0.16875c 0.4725 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"/></symbol></defs></svg></span> 维状态转移向量。</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #74747c">#</span><span style="color: #74747c"> 计算 \bar{B} = \Delta * B</span>
bar_B <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">b l d, b l n -> b l d n</span><span style="color: #198810">'</span>, delta, B)</code></pre></div><ul><li><strong>工程化简：</strong> 严格的 ZOH 离散化中，<span role="math" class="math-inline"><svg style="overflow: visible; width: 11.0649em; height: 0.683em;" viewBox="0 0 124.480125 7.68375" width="124.480125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g5E2EADB74DAD5DB0DFACB022BBE19136" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.51625 5.0625)"><use xlink:href="#g4FBE7E17F4EF21C81C6975EBA758B74F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 11.945 7.68375)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" 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style="color: #4b69c6">zeros</span>(batch, d_model, d_state, device<span style="color: #d73948">=</span>x.device)</code></pre></div><ul><li>初始化隐藏状态 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.0303em; height: 0.683em;" viewBox="0 0 11.590875 7.68375" width="11.590875pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#gDA994C04CED7D9E39A5ACD3CACAFD4C0" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g8E128FC47511A9B11A0A50235AF9D4FB" overflow="visible"><path d="M 0 0m 5.76 1.5525c -0.25875 -0.88875 -0.61875 -1.33875 -1.09125 -1.33875c -0.14625 0 -0.225 0.10125 -0.225 0.315c 0 0.16875 0.0675 0.4275 0.2025 0.77625c 0.45 1.20375 0.675 2.025 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"/></symbol></defs></svg></span>。注意它的庞大维度：<code>d_model * d_state</code>。这就是 Mamba 记忆容量远超常规 RNN 的物理基础。</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">for</span> t <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(seq_len):
    x_t <span style="color: #d73948">=</span> x[:, t, :] <span style="color: #74747c">#</span><span style="color: #74747c"> 提取当前时间步的 token 特征</span>

    <span style="color: #74747c">#</span><span style="color: #74747c"> 核心递推公式：h_t = \bar{A} * h_{t-1} + \bar{B} * x_t</span>
    h_t <span style="color: #d73948">=</span> bar_A[:, t, :, :] <span style="color: #d73948">*</span> h_t <span style="color: #d73948">+</span> bar_B[:, t, :, :] <span style="color: #d73948">*</span> x_t.<span style="color: #4b69c6">unsqueeze</span>(<span style="color: #d73948">-</span><span style="color: #b60157">1</span>)</code></pre></div><ul><li><strong>最关键的性能细节：这里的 <code>*</code> 是逐元素乘法（Hadamard Product），不是矩阵乘法。</strong> 因为 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.75em; height: 0.683em;" viewBox="0 0 8.4375 7.68375" width="8.4375pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g79E5CE7C69607BD0F7BB6C60B6774982" overflow="visible"><path d="M 0 0m 1.54125 0.03375c 0.2025 0 0.9 -0.03375 1.11375 -0.03375c 0.16875 0 0.2475 0.09 0.2475 0.25875c 0 0.10125 -0.0675 0.16875 -0.21375 0.18c -0.32625 0.01125 -0.48375 0.12375 -0.48375 0.3375c 0 0.10125 0.10125 0.32625 0.315 0.66375c 0.30375 0.50625 0.5175 0.8775 0.66375 1.125h 2.73375c 0 -0.07875 0.01125 -0.23625 0.045 -0.48375c 0.07875 -0.82125 0.12375 -1.27125 0.12375 -1.3275c 0 -0.21375 -0.2475 -0.315 -0.75375 -0.315c -0.21375 0 -0.315 -0.09 -0.315 -0.27c 0 -0.1125 0.0675 -0.16875 0.2025 -0.16875c 0.27 0 1.125 0.03375 1.395 0.03375c 0.225 0 1.02375 -0.03375 1.24875 -0.03375c 0.16875 0 0.2475 0.09 0.2475 0.27c 0 0.1125 -0.10125 0.16875 -0.30375 0.16875c -0.315 0 -0.50625 0.0225 -0.5625 0.05625c -0.05625 0.03375 -0.10125 0.135 -0.1125 0.30375l -0.675 6.9525c -0.03375 0.21375 -0.0225 0.30375 -0.25875 0.30375c -0.135 0 -0.2475 -0.0675 -0.32625 -0.21375l -3.87 -6.49125c -0.3375 -0.5625 -0.7875 -0.86625 -1.33875 -0.91125c -0.18 -0.01125 -0.27 -0.10125 -0.27 -0.27c 0 -0.1125 0.0675 -0.16875 0.19125 -0.16875c 0.18 0 0.77625 0.03375 0.95625 0.03375Z m 3.99375 6.4575l 0.3375 -3.4875h -2.41875Z "/></symbol></defs></svg></span> 被设计为对角矩阵，各个特征通道（<code>d_model</code> 维度）之间的演化是<strong>绝对独立</strong>的。这也是为什么它能被轻易地转化为并行扫描——没有任何跨通道的混合计算阻碍并行。</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">    <span style="color: #74747c">#</span><span style="color: #74747c"> 计算输出：y_t = C * h_t</span>
    y_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">b d n, b n -> b d</span><span style="color: #198810">'</span>, h_t, C[:, t, :])
    outputs.<span style="color: #4b69c6">append</span>(y_t)</code></pre></div><ul><li><strong>状态读取：</strong> 当前时间步的输出 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.8484em; height: 0.683em;" viewBox="0 0 9.5445 7.68375" width="9.5445pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g11906699308A75668DCB60C89FD7683A" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 5.5125 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g11906699308A75668DCB60C89FD7683A" overflow="visible"><path d="M 0 0m 1.83375 4.9725c -0.50625 0 -0.9 -0.28125 -1.18125 -0.84375c -0.21375 -0.43875 -0.32625 -0.7425 -0.32625 -0.91125c 0 -0.10125 0.05625 -0.1575 0.18 -0.1575c 0.1575 0 0.16875 0.0675 0.21375 0.23625c 0.25875 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data-pagefind-ignore>#</a></h2><p>Mamba 的优雅之处在于：</p><ol><li><strong>极简的循环核：</strong> 内部的 <code>for</code> 循环里没有任何全连接层，没有任何非线性激活，只有极其简单的标量乘法和加法。</li><li><strong>把复杂性前置：</strong> 所有的非线性、通道混合、数据依赖路由，都在进入循环<strong>之前</strong>，由常规的 PyTorch 线性层并行计算完了（即生成 <span role="math" class="math-inline"><svg style="overflow: visible; width: 3.211333333em; height: 0.683em;" viewBox="0 0 36.1275 7.68375" width="36.1275pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g79E5CE7C69607BD0F7BB6C60B6774982" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 9.14625 4.69125)"><use xlink:href="#g4FBE7E17F4EF21C81C6975EBA758B74F" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 8.4375 7.68375)"><use xlink:href="#gE8B201EB28C67BCC3BA92502992BB954" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g 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的过程）。</li></ol><p>这就是为什么定制的 CUDA Kernel 可以轻易接管那个简单的 <code>for</code> 循环，并在 SRAM 中以闪电般的速度执行并行前缀和，从而实现了“并行训练”与“RNN 式推理”的完美统一。</p></div></div></article></main></div></div>]]></content:encoded></item><item><title>[Sequence Modeling 02] LSTM</title><link>https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/lstm/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/lstm/</guid><pubDate>Mon, 16 Mar 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="vanilla-rnn-de-que-xian-wei-shen-me-wo-men-xu-yao-lstm"><span class="heading-num">01</span>Vanilla RNN 的缺陷：为什么我们需要 LSTM？<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/lstm/#vanilla-rnn-de-que-xian-wei-shen-me-wo-men-xu-yao-lstm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>在上一篇中我们提到，RNN 的核心公式是 <span role="math" class="math-inline"><svg style="overflow: visible; width: 14.911344444em; height: 0.683em;" viewBox="0 0 167.752625 7.68375" width="167.752625pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g8E128FC47511A9B11A0A50235AF9D4FB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.48 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 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href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/lstm/#shu-xue-gong-zuo-liu-lstm-de-si-ge-he-xin-bu-zhou" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>对于第 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.361em; height: 0.683em;" viewBox="0 0 4.06125 7.68375" width="4.06125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gD83E7C8500527D233055372BE0864457" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gD83E7C8500527D233055372BE0864457" overflow="visible"><path d="M 0 0m 3.7125 4.71375c 0 0.10125 -0.1125 0.1575 -0.34875 0.1575h -0.91125c 0.2925 1.17 0.43875 1.7775 0.43875 1.8225c 0 0.23625 -0.12375 0.34875 -0.36 0.34875c -0.25875 0 -0.41625 -0.14625 -0.48375 -0.43875l -0.41625 -1.7325h -1.00125c -0.2475 0 -0.37125 -0.01125 -0.37125 -0.2475c 0 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乘以输入门（按比例写入）。这是一个纯线性的加法过程，梯度可以完美地沿着加号回传。</p><p><strong>第四步：输出门 (Output Gate) —— 决定输出什么</strong></p><div role="math" class="math-block"><svg style="overflow: visible; width: 11.483811111em; height: 1.004em; display: block" viewBox="0 0 129.192875 11.295" width="129.192875pt" height="11.295pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 8.4375)"><use xlink:href="#gF934556AAA6847B19CF21A6CA83EB8FA" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 5.45625 11.21625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 12.61325 8.4375)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 24.49075 8.4375)"><use xlink:href="#gF3C33BA2882B16345F32151D34767903" x="0" y="0" fill="#222a2d" 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"/></symbol></defs></svg></div><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">import</span> torch
<span style="color: #d73948">import</span> torch.nn <span style="color: #d73948">as</span> nn

<span style="color: #d73948">class</span> <span style="color: #4b69c6">LSTMCell</span>(<span style="color: #8b41b1">nn</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">Module</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, input_size: <span style="color: #4b69c6">int</span>, hidden_size: <span style="color: #4b69c6">int</span>):
        <span style="color: #4b69c6">super</span>().<span style="color: #4b69c6">__init__</span>()
        <span style="color: #d73948">self</span>.hidden_size <span style="color: #d73948">=</span> hidden_size
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Input-to-hidden projection: maps x_t to all four gate pre-activations.</span>
        <span style="color: #d73948">self</span>.W_ih <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(input_size, <span style="color: #b60157">4</span> <span style="color: #d73948">*</span> hidden_size)

        <span style="color: #74747c">#</span><span style="color: #74747c"> Hidden-to-hidden projection: maps h_{t-1} to all four gate pre-activations.</span>
        <span style="color: #d73948">self</span>.W_hh <span style="color: #d73948">=</span> nn.<span style="color: #4b69c6">Linear</span>(hidden_size, <span style="color: #b60157">4</span> <span style="color: #d73948">*</span> hidden_size)

        <span style="color: #74747c">#</span><span style="color: #74747c"> These two projections are equivalent to one linear layer on [h_{t-1}, x_t].</span>

    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x_t: torch.Tensor, states: <span style="color: #4b69c6">tuple</span>[torch.Tensor, torch.Tensor]) -> <span style="color: #4b69c6">tuple</span>[torch.Tensor, torch.Tensor]:
        <span style="color: #74747c">#</span><span style="color: #74747c"> x_t shape: (batch_size, input_size)</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> states = (h_{t-1}, c_{t-1}), each shape: (batch_size, hidden_size)</span>
        h_prev, c_prev <span style="color: #d73948">=</span> states
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 1: Compute all gate pre-activations simultaneously</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> gates shape: (batch_size, 4 * hidden_size)</span>
        gates <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">W_ih</span>(x_t) <span style="color: #d73948">+</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">W_hh</span>(h_prev)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Split the fused tensor into 4 chunks for f, i, o, and c_candidate</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Each chunk shape: (batch_size, hidden_size)</span>
        forget_gate, input_gate, output_gate, cell_candidate <span style="color: #d73948">=</span> gates.<span style="color: #4b69c6">chunk</span>(<span style="color: #b60157">4</span>, dim<span style="color: #d73948">=</span><span style="color: #b60157">1</span>)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 2: Apply non-linear activations</span>
        f_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">sigmoid</span>(forget_gate)
        i_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">sigmoid</span>(input_gate)
        o_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">sigmoid</span>(output_gate)
        c_tilde <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">tanh</span>(cell_candidate)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 3: Update Cell State (The core gradient superhighway)</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Element-wise operations</span>
        c_t <span style="color: #d73948">=</span> (f_t <span style="color: #d73948">*</span> c_prev) <span style="color: #d73948">+</span> (i_t <span style="color: #d73948">*</span> c_tilde)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Step 4: Compute new Hidden State</span>
        h_t <span style="color: #d73948">=</span> o_t <span style="color: #d73948">*</span> torch.<span style="color: #4b69c6">tanh</span>(c_t)
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Return the updated states for the next time step or final output</span>
        <span style="color: #d73948">return</span> h_t, c_t

<span style="color: #d73948">class</span> <span style="color: #4b69c6">LSTM</span>(<span style="color: #8b41b1">nn</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">Module</span>):
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, input_size: <span style="color: #4b69c6">int</span>, hidden_size: <span style="color: #4b69c6">int</span>):
        <span style="color: #4b69c6">super</span>().<span style="color: #4b69c6">__init__</span>()
        <span style="color: #d73948">self</span>.cell <span style="color: #d73948">=</span> <span style="color: #4b69c6">LSTMCell</span>(input_size, hidden_size)
        
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">forward</span>(self, x: torch.Tensor) -> <span style="color: #4b69c6">tuple</span>[torch.Tensor, <span style="color: #4b69c6">tuple</span>[torch.Tensor, torch.Tensor]]:
        <span style="color: #74747c">#</span><span style="color: #74747c"> x shape: (batch_size, seq_len, input_size)</span>
        batch_size, seq_len, <span style="color: #d73948">_</span> <span style="color: #d73948">=</span> x.<span style="color: #4b69c6">size</span>()
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Initialize h_0 and c_0 with zeros</span>
        h_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">zeros</span>(batch_size, <span style="color: #d73948">self</span>.cell.hidden_size, device<span style="color: #d73948">=</span>x.device)
        c_t <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">zeros</span>(batch_size, <span style="color: #d73948">self</span>.cell.hidden_size, device<span style="color: #d73948">=</span>x.device)
        
        outputs <span style="color: #d73948">=</span> []
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> Unroll over time (Sequential nature remains)</span>
        <span style="color: #d73948">for</span> t <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(seq_len):
            x_t <span style="color: #d73948">=</span> x[:, t, :]
            h_t, c_t <span style="color: #d73948">=</span> <span style="color: #d73948">self</span>.<span style="color: #4b69c6">cell</span>(x_t, (h_t, c_t))
            outputs.<span style="color: #4b69c6">append</span>(h_t)
            
        final_outputs <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">stack</span>(outputs, dim<span style="color: #d73948">=</span><span style="color: #b60157">1</span>)
        <span style="color: #d73948">return</span> final_outputs, (h_t, c_t)</code></pre></div><h2 id="zong-jie"><span class="heading-num">05</span>总结<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/lstm/#zong-jie" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>LSTM 通过引入复杂的门控机制和<strong>跨越时间步的残差连接（即 <span role="math" class="math-inline"><svg style="overflow: visible; width: 5.9187em; height: 0.683em;" viewBox="0 0 66.585375 7.68375" width="66.585375pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gC4F27CC98D7EE1CF989CBE02E9977D79" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 4.87125 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 12.02825 7.68375)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 23.90575 7.68375)"><use xlink:href="#gC4F27CC98D7EE1CF989CBE02E9977D79" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 28.777 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 32.179 10.4625)"><use xlink:href="#gD2A7F841409EE600018534B079BEA79E" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 38.30575 10.4625)"><use xlink:href="#g28CCAAB5F405CA42E19A94A57A0CD0D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 45.916625 7.68375)"><use xlink:href="#g2E7CB3EFECF1F4458BEEAB2855AC8723" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 57.169125 7.68375)"><use xlink:href="#g3A86205A45284DC9606F11313819C453" x="0" y="0" 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rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><p>linear_attention 是把 Mamba2 的 gating 机制 和 DeltaNet 的 delta rule 结合起来形成的新结构</p><p>先简单分析一下 线性注意力是什么</p><h2 id="overview"><span class="heading-num">01</span>Overview<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#overview" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="cong-transformer-shi-jiao"><span class="heading-num">1.1</span>从 Transformer 视角<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#cong-transformer-shi-jiao" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>标准 causal self-attention 的一层，大致是：</p><div role="math" class="math-block"><svg style="overflow: visible; width: 16.355866667em; height: 1.0878em; display: block" viewBox="0 0 184.0035 12.23775" width="184.0035pt" height="12.23775pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.93125)"><use xlink:href="#gDD2C4FAB76AD73C74AF79370CB449316" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 12.02375 7.93125)"><use xlink:href="#g1C5265380EA2A5E5483C625C9F8ED983" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 23.90125 7.93125)"><use xlink:href="#g1CAE2DBCC6FBE2E7EDB49008D4740210" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g 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视角<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#xian-xing-attention-shi-jiao" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>在线性 attention 里，把输出写成某种“特征映射后”的形式，使得历史可以压缩进一个状态矩阵 <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.9714em; height: 0.683em;" viewBox="0 0 10.92825 7.68375" width="10.92825pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gB130677EB8D2693CA2075A15EF2571E1" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.89625 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gB130677EB8D2693CA2075A15EF2571E1" overflow="visible"><path d="M 0 0m 1.49625 1.76625c 0 0.27 0.03375 0.495 0.09 0.675c 0 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fill-rule="nonzero"/></g><defs><symbol id="gB130677EB8D2693CA2075A15EF2571E1" overflow="visible"><path d="M 0 0m 1.49625 1.76625c 0 0.27 0.03375 0.495 0.09 0.675c 0 0.1125 -0.05625 0.16875 -0.18 0.16875c -0.05625 0 -0.10125 -0.0225 -0.12375 -0.045c -0.05625 -0.05625 -0.6975 -2.475 -0.6975 -2.655c 0 -0.10125 0.05625 -0.1575 0.16875 -0.1575c 0.05625 0 0.135 0.05625 0.23625 0.18l 0.50625 0.59625c 0.39375 -0.5175 1.02375 -0.77625 1.87875 -0.77625c 0.7425 0 1.395 0.30375 1.98 0.9c 0.585 0.59625 0.8775 1.26 0.8775 2.0025c 0 0.52875 -0.18 0.97875 -0.55125 1.33875c -0.16875 0.14625 -0.39375 0.27 -0.675 0.37125c -0.25875 0.05625 -0.50625 0.12375 -0.75375 0.19125l -0.7425 0.2025c -0.37125 0.10125 -0.6525 0.5175 -0.6525 0.9675c 0 0.48375 0.19125 0.9 0.585 1.26c 0.39375 0.36 0.8325 0.54 1.31625 0.54c 1.035 0 1.5525 -0.5625 1.5525 -1.67625c 0 -0.2025 -0.045 -0.4275 -0.045 -0.61875v -0.03375c 0.03375 -0.07875 0.09 -0.12375 0.18 -0.12375c 0.10125 0 0.16875 0.09 0.21375 0.25875l 0.59625 2.44125c 0 0.10125 -0.05625 0.1575 -0.16875 0.1575c -0.05625 0 -0.135 -0.05625 -0.23625 -0.18l -0.48375 -0.585c -0.315 0.50625 -0.84375 0.765 -1.5975 0.765c -0.70875 0 -1.35 -0.27 -1.9125 -0.79875c -0.585 -0.54 -0.8775 -1.15875 -0.8775 -1.8675c 0 -0.81 0.52875 -1.45125 1.1925 -1.63125l 1.18125 -0.30375c 0.6075 -0.16875 0.99 -0.3825 0.99 -1.13625c 0 -0.5175 -0.2025 -0.97875 -0.59625 -1.38375c -0.39375 -0.405 -0.84375 -0.61875 -1.35 -0.61875c -1.1025 0 -1.90125 0.48375 -1.90125 1.575Z "/></symbol><symbol id="g936B1C2B5801AD7FB4EB1AE790A0C306" overflow="visible"><path d="M 0 0m 2.9925 3.276c 0 0.086625 -0.086625 0.133875 -0.259875 0.133875h -0.693l 0.275625 1.11825c 0 0.01575 0.023625 0.0945 0.023625 0.11025c 0 0.189 -0.0945 0.2835 -0.291375 0.2835c -0.23625 0 -0.370125 -0.196875 -0.42525 -0.464625l -0.252 -1.047375h -0.763875c -0.181125 0 -0.275625 -0.023625 -0.275625 -0.196875c 0 -0.0945 0.086625 -0.14175 0.259875 -0.14175h 0.693l -0.441 -1.7955c -0.07875 -0.315 -0.118125 -0.511875 -0.118125 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transform="matrix(1 0 0 -1 6.89625 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gB130677EB8D2693CA2075A15EF2571E1" overflow="visible"><path d="M 0 0m 1.49625 1.76625c 0 0.27 0.03375 0.495 0.09 0.675c 0 0.1125 -0.05625 0.16875 -0.18 0.16875c -0.05625 0 -0.10125 -0.0225 -0.12375 -0.045c -0.05625 -0.05625 -0.6975 -2.475 -0.6975 -2.655c 0 -0.10125 0.05625 -0.1575 0.16875 -0.1575c 0.05625 0 0.135 0.05625 0.23625 0.18l 0.50625 0.59625c 0.39375 -0.5175 1.02375 -0.77625 1.87875 -0.77625c 0.7425 0 1.395 0.30375 1.98 0.9c 0.585 0.59625 0.8775 1.26 0.8775 2.0025c 0 0.52875 -0.18 0.97875 -0.55125 1.33875c -0.16875 0.14625 -0.39375 0.27 -0.675 0.37125c -0.25875 0.05625 -0.50625 0.12375 -0.75375 0.19125l -0.7425 0.2025c -0.37125 0.10125 -0.6525 0.5175 -0.6525 0.9675c 0 0.48375 0.19125 0.9 0.585 1.26c 0.39375 0.36 0.8325 0.54 1.31625 0.54c 1.035 0 1.5525 -0.5625 1.5525 -1.67625c 0 -0.2025 -0.045 -0.4275 -0.045 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data-lang="python">history <span style="color: #d73948">=</span> [(k1,v1), (k2,v2), <span style="color: #d73948">...</span>, (kt,vt)]
output_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">attend</span>(q_t, history)</code></pre></div><ul><li><strong>Linear-attention style</strong></li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">state_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">update</span>(state_{t<span style="color: #d73948">-</span><span style="color: #b60157">1</span>}, k_t, v_t)
output_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">read</span>(state_t, q_t)</code></pre></div><p><strong>DeltaNet 和 Gated DeltaNet 都是在这个“state update / state read”框架里工作</strong></p><h2 id="deltanet-zai-gai-shen-me"><span class="heading-num">02</span>DeltaNet 在改什么<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#deltanet-zai-gai-shen-me" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>如果最简单的 linear attention 是：</p><div role="math" class="math-block"><svg style="overflow: visible; width: 7.4217em; height: 1.0833em; display: block" viewBox="0 0 83.494125 12.187125" width="83.494125pt" height="12.187125pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 9.3211875)"><use xlink:href="#gB130677EB8D2693CA2075A15EF2571E1" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g 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-0.1105 0.195 -0.2275 0.351l 0.4225 0.143q 0.1495 -0.169 0.27625 -0.38025q 0.12675 -0.21125 0.18525 -0.36725l -0.2405 -0.0975h 1.7095q 0.1235 0.1885 0.247 0.429q 0.1235 0.2405 0.208 0.429l 0.481 -0.1365Z "/></symbol></defs></svg></div><p>如果 Transformer 的直觉是：</p><blockquote>“query 去所有历史里检索最相关内容”</blockquote><p>那 DeltaNet 更像：</p><blockquote>“历史不是按 token 存，而是被编码进一个大 memory matrix； 当前 token 通过 query 从这个 matrix 里读； 新 token 通过 delta-rule 对这个 matrix 做纠偏式更新。”</blockquote><p>所以 DeltaNet 的“像 attention”的地方在于： 它仍然有 <strong>key / value / query</strong>，仍然有 <strong>content-based read/write</strong>。 但它不是显式对每个历史 token 打 attention score，而是对一个 <strong>压缩状态</strong> 做读写。</p><h2 id="mamba2-zai-gai-shen-me"><span class="heading-num">03</span>Mamba2 在改什么<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#mamba2-zai-gai-shen-me" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>最好把 Mamba2 理解成：</p><blockquote>一种把序列处理写成“<strong>状态递推</strong>”的模型层，重点不是显式 attention，而是让状态在时间上流动，并通过可学习机制控制信息保留与遗忘。</blockquote><p>Mamba2 这条线很强调 <strong>gating / selective memory control</strong>。 也就是每来一个 token，不是无脑更新状态，而是会学到：</p><ul><li>旧状态保留多少</li><li>当前 token 写入多少</li><li>哪些通道更该忘</li><li>哪些通道更该保留</li></ul><p>所以如果你硬要用最粗略的话描述：</p><ul><li>普通 RNN</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">state_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">f</span>(state_{t<span style="color: #d73948">-</span><span style="color: #b60157">1</span>}, x_t)</code></pre></div><ul><li>Mamba2 风格</li></ul><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python">gate_t  <span style="color: #d73948">=</span> <span style="color: #4b69c6">g</span>(x_t)
state_t <span style="color: #d73948">=</span> gate_t <span style="color: #d73948">*</span> old_part <span style="color: #d73948">+</span> (<span style="color: #b60157">1</span> <span style="color: #d73948">-</span> gate_t) <span style="color: #d73948">*</span> new_part
output_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">read</span>(state_t)</code></pre></div><h2 id="gated-deltanet"><span class="heading-num">04</span>Gated DeltaNet<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#gated-deltanet" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>现在你已经有两块积木了：</p><ul><li><strong>DeltaNet</strong>：擅长“精准改写记忆”</li><li><strong>Mamba2</strong>：擅长“门控地保留/擦除记忆”</li></ul><p>那 Gated DeltaNet 的想法就很自然：</p><blockquote>把 delta-rule 的“纠偏式写入” 和 Mamba2 风格的“门控遗忘/控制” 合在同一个 recurrent memory update 里。</blockquote><p>论文原话概括就是：</p><ul><li>gating enables rapid memory erasure</li><li>delta rule facilitates targeted updates</li></ul><p>用非严格但有帮助的写法：</p><h3 id="deltanet-feng-ge"><span class="heading-num">4.1</span>DeltaNet 风格<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#deltanet-feng-ge" aria-label="Copy link to 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href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#gated-deltanet-feng-ge" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div role="math" class="math-block"><svg style="overflow: visible; width: 7.224em; height: 1.162em; display: block" viewBox="0 0 81.27 13.0725" width="81.27pt" height="13.0725pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 10.215)"><use xlink:href="#gB130677EB8D2693CA2075A15EF2571E1" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 1.7775 7.34625)"><use xlink:href="#gD908F517950D42B24DD61E46D5DC0759" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.89625 12.99375)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 10.29825 12.99375)"><use 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的职责并没有完全改变：</p><ul><li><code>$k_t$</code> 表示当前内容应该写到哪个“地址”</li><li><code>$v_t$</code> 表示这个地址应该存储的内容</li><li><code>$q_t$</code> 表示当前输出想从哪些地址读取内容</li></ul><p>变化的是历史的存储方式。Transformer 保留每个历史 token 的 key/value，读取时才计算当前 query 与所有 key 的匹配程度；Gated DeltaNet 则在 token 到来时就把 key/value 写入固定大小的状态矩阵，之后直接用 query 读取该矩阵。</p><div class="cetz" style="text-align: center; overflow-x: auto; margin: 1em 0;"><svg style="overflow: visible; width: 49.066666667em; height: 27.956733333em; display: block" viewBox="0 0 552 314.51325" width="552pt" height="314.51325pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g><path fill="none" d="M 0 0m 0 0h 89.3v 5.325h -89.3v -5.325Z "/><g transform="translate(-5e-9 0)"><g transform="matrix(1 0 0 -1 0 5.235)"><use xlink:href="#g670E0D9D7ACBE0FD02AE5EF5DA2D297D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/><use xlink:href="#g30638DCA7CE0FDA0A6A87F1B4AD5370D" x="5.3" y="0" fill="#222a2d" 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中的相似度系数是隐含在矩阵乘法里的，并不会形成一个可单独查看的 attention map。它也不等价于 Transformer 的 <code>softmax</code> attention：上式中的 <code>$k_i^\top q_t$</code> 没有经过 <code>softmax</code> 归一化，实际模型还会对 Q/K 做特定的特征变换或归一化。</p><p>回到 Gated DeltaNet，gate 和 delta rule 会持续衰减、覆盖和修正状态。因此 <code>$S_t$</code> 可以理解为历史 key/value 影响的压缩结果，但通常不能再把它精确拆回每个 token 的独立 key/value 对。</p><p>所以两者都在做 query-based retrieval，但读取对象不同：</p><ul><li>Transformer 检索的是 <strong>token list</strong></li><li>Gated DeltaNet 检索的是 <strong>compressed matrix state</strong></li></ul><p>这就是它与 Transformer 的核心差异。前者保留 token 级历史并在读取时匹配，后者在写入时就将历史融合进固定大小的状态。</p><h2 id="workflow"><span class="heading-num">05</span>Workflow<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/sequence-modeling/linear-attention/#workflow" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>先给出一个单头版本：</p><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">import</span> torch

<span style="color: #d73948">def</span> <span style="color: #4b69c6">batch_matvec</span>(S, x):
    <span style="color: #74747c">#</span><span style="color: #74747c"> S: [B, Dv, Dk]</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> x: [B, Dk]</span>
    <span style="color: #d73948">return</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">bvk,bk->bv</span><span style="color: #198810">'</span>, S, x)

<span style="color: #d73948">def</span> <span style="color: #4b69c6">batch_outer</span>(a, b):
    <span style="color: #74747c">#</span><span style="color: #74747c"> a: [B, Dv]</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> b: [B, Dk]</span>
    <span style="color: #d73948">return</span> torch.<span style="color: #4b69c6">einsum</span>(<span style="color: #198810">'</span><span style="color: #198810">bv,bk->bvk</span><span style="color: #198810">'</span>, a, b)

<span style="color: #d73948">def</span> <span style="color: #4b69c6">gate_memory</span>(S, gate):
    <span style="color: #74747c">#</span><span style="color: #74747c"> simplest scalar gate version</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> S: [B, Dv, Dk]</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> gate: [B, 1]</span>
    <span style="color: #d73948">return</span> S <span style="color: #d73948">*</span> gate[:, <span style="color: #d73948">None</span>, <span style="color: #d73948">None</span>]

<span style="color: #d73948">def</span> <span style="color: #4b69c6">gated_deltanet_forward</span>(x, S, params):
    <span style="color: #74747c">#</span><span style="color: #74747c"> x: [B, T, D]</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> S: [B, Dv, Dk]</span>

    h <span style="color: #d73948">=</span> <span style="color: #4b69c6">rmsnorm</span>(x)                         <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, D]</span>

    q <span style="color: #d73948">=</span> h <span style="color: #d73948">@</span> params.Wq                      <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, Dk]</span>
    k <span style="color: #d73948">=</span> h <span style="color: #d73948">@</span> params.Wk                      <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, Dk]</span>
    v <span style="color: #d73948">=</span> h <span style="color: #d73948">@</span> params.Wv                      <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, Dv]</span>

    gate <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">sigmoid</span>(h <span style="color: #d73948">@</span> params.Wg_state)  <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, 1]</span>
    eta  <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">sigmoid</span>(h <span style="color: #d73948">@</span> params.Weta)      <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, 1]</span>

    outputs <span style="color: #d73948">=</span> []
    S_cur <span style="color: #d73948">=</span> S

    <span style="color: #d73948">for</span> t <span style="color: #d73948">in</span> <span style="color: #4b69c6">range</span>(x.shape[<span style="color: #b60157">1</span>]):
        q_t <span style="color: #d73948">=</span> q[:, t, :]                   <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dk]</span>
        k_t <span style="color: #d73948">=</span> k[:, t, :]                   <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dk]</span>
        v_t <span style="color: #d73948">=</span> v[:, t, :]                   <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv]</span>
        g_t <span style="color: #d73948">=</span> gate[:, t, :]                <span style="color: #74747c">#</span><span style="color: #74747c"> [B, 1], 衰减系数, 0~1 之间</span>
        e_t <span style="color: #d73948">=</span> eta[:, t, :]                 <span style="color: #74747c">#</span><span style="color: #74747c"> [B, 1]</span>

  <span style="color: #74747c">#</span><span style="color: #74747c"> 遗忘：旧记忆乘以衰减系数</span>
        S_gated <span style="color: #d73948">=</span> <span style="color: #4b69c6">gate_memory</span>(S_cur, g_t)              <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv, Dk]</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> 检索: 用 k_t 从记忆本里查一下现在存的值是什么</span>
        pred <span style="color: #d73948">=</span> <span style="color: #4b69c6">batch_matvec</span>(S_gated, k_t)              <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv]</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> Delta（纠错）：看看记忆里的值和真实 v_t 差多少</span>
        delta <span style="color: #d73948">=</span> v_t <span style="color: #d73948">-</span> pred                             <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv]</span>

        write <span style="color: #d73948">=</span> <span style="color: #4b69c6">batch_outer</span>(delta, k_t)                <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv, Dk]</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> e_t 是写入门控</span>
        S_new <span style="color: #d73948">=</span> S_gated <span style="color: #d73948">+</span> write <span style="color: #d73948">*</span> e_t[:, <span style="color: #d73948">None</span>, <span style="color: #d73948">None</span>]   <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv, Dk]</span>
        o_t <span style="color: #d73948">=</span> <span style="color: #4b69c6">batch_matvec</span>(S_new, q_t)                 <span style="color: #74747c">#</span><span style="color: #74747c"> [B, Dv]</span>

        outputs.<span style="color: #4b69c6">append</span>(o_t)
        S_cur <span style="color: #d73948">=</span> S_new

    O <span style="color: #d73948">=</span> torch.<span style="color: #4b69c6">stack</span>(outputs, dim<span style="color: #d73948">=</span><span style="color: #b60157">1</span>)        <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, Dv]</span>
    y <span style="color: #d73948">=</span> x <span style="color: #d73948">+</span> (O <span style="color: #d73948">@</span> params.Wo)                <span style="color: #74747c">#</span><span style="color: #74747c"> [B, T, D]</span>

    <span style="color: #d73948">return</span> y, S_cur</code></pre></div></div></div></article></main></div></div>]]></content:encoded></item><item><title>Triton: Notes and Paradigms</title><link>https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/</guid><pubDate>Fri, 27 Feb 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><h2 id="kernel-paradigm"><span class="heading-num">01</span>Kernel Paradigm<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/#kernel-paradigm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>triton 的 kernel 有两种写法:</p><ol><li>传统 kernel</li><li>Persistent Kernel</li></ol><h3 id="chuan-tong-kernel"><span class="heading-num">1.1</span>传统 Kernel<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/#chuan-tong-kernel" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">ascii</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="ascii">grid = (num_tiles,)
每个 block 处理一个 tile → 结束</code></pre></div><blockquote>每个 SM 从 grid 里领一个 work item，做完就退出, CTA 调度由硬件自动完成</blockquote><h2 id="persistent-kernel"><span class="heading-num">02</span>Persistent Kernel<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/#persistent-kernel" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #301414">@</span><span style="color: #301414">triton</span><span style="color: #301414">.</span><span style="color: #301414">jit</span>
<span style="color: #d73948">def</span> <span style="color: #4b69c6">kernel</span>(..., n_tiles: tl.constexpr, ...):
    pid <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">program_id</span>(<span style="color: #b60157">0</span>)
    n_progs <span style="color: #d73948">=</span> tl.<span style="color: #4b69c6">num_programs</span>(<span style="color: #b60157">0</span>)   <span style="color: #74747c">#</span><span style="color: #74747c"> grid(0) 启动的 program 数</span>

    tile <span style="color: #d73948">=</span> pid
    <span style="color: #d73948">while</span> tile <span style="color: #d73948">&lt;</span> n_tiles:
        <span style="color: #74747c">#</span><span style="color: #74747c"> 处理 tile 对应的那一块工作</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> ...</span>
        tile <span style="color: #d73948">+=</span> n_progs            <span style="color: #74747c">#</span><span style="color: #74747c"> 跳到下一个属于自己的 tile</span></code></pre></div><blockquote>每个 CTA 长期驻留在 SM 上，自己软件调度 work</blockquote><p>persistent kernel 常见动机：</p><ol><li><p>任务总 tile 数不够多（比如小 batch、小矩阵、很多小 GEMM / MoE / grouped GEMM）:普通写法 programs 数 &lt; SM，GPU 吃不满；persistent 让每个 SM 都有活干，并通过循环把剩余工作吃完。</p></li><li><p>减少 launch / 调度开销: 不是启动成千上万个短命 programs，而是少量长命 programs，尤其在大量小任务时可能更划算。</p></li><li><p>更好的 locality / cache 复用（有时）: 同一批常驻 programs 反复处理相邻/相关的 tile，有机会提高 L2/共享数据的命中（取决于你的访问模式）。</p></li></ol><h3 id="gemm"><span class="heading-num">2.1</span>GEMM<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/#gemm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>对矩阵来说，就是将其外围维度使用 PID 并行划分，最后一个维度采用 for loop 的方式分布处理</p><ul><li>前者是为了最大化并行度</li><li>后者是为了控制加载到单个 SM 中的数据</li></ul><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260227114939.png?h=6b5d0ecedbd76b453fe4e5128d33b0f98aa37d3f08e454b1d574579fef722395" alt="pasted-image-20260227114939" loading="lazy" decoding="async"></figure><h3 id="gvmm"><span class="heading-num">2.2</span>GVMM<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/ml-systems/gpu-kernels/triton-notes-and-paradigms/#gvmm" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>仍然是对矩阵外围维度通过 PID 进行划分</p><p>计算时不通过矩阵方法：</p><ul><li>先把向量延展到相同形状</li><li>进行 element-wise product</li><li>再通过 tl.sum 进行缩减</li></ul><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260227144215.png?h=bc0fd173336bf638c014b838a6c40cf1bb6394c5171cd54229fab308f2f679e8" alt="pasted-image-20260227144215" loading="lazy" decoding="async"></figure></div></div></article></main></div></div>]]></content:encoded></item><item><title>Cascade Speculative Drafting for Even Faster LLM Inference</title><link>https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/</guid><pubDate>Tue, 10 Feb 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><blockquote>Extensive Reading</blockquote><h2 id="author-info"><span class="heading-num">01</span>Author Info<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#author-info" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h2 id="background"><span class="heading-num">02</span>Background<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#background" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>While speculative decoding improves latency by using a smaller draft model to generate tokens for a larger target model, it suffers from two specific bottlenecks:</p><ul><li><strong>Autoregressive Drafting</strong>: The draft model itself generates tokens autoregressively (one by one), which is still computationally expensive and slow.</li><li><strong>Inefficient Time Allocation</strong>: Standard methods allocate equal time to generate every draft token. However, tokens later in the sequence have a significantly lower probability of acceptance. Using the same computational resources for these "high-rejection" tokens is inefficient.</li></ul><h2 id="insights"><span class="heading-num">03</span>Insights<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#insights" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><ul><li><strong>The autoregressive process of draft model is the bottleneck</strong>: Use draft model to accelerate draft models (<strong>Vertical Cascade</strong>)</li><li><strong>Tokens later in the sequence have a lower probability of acceptance</strong>: Use a faster and lighter draft model later in the sequence (<strong>Horizontal Cascade</strong>)</li></ul><h2 id="challenges"><span class="heading-num">04</span>Challenges<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#challenges" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h2 id="approaches"><span class="heading-num">05</span>Approaches<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#approaches" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260210111221.png?h=d7fc1cfda6aaec24e00df73bd16e657e9781a81ba13d04d37432a3b17d0ad378" alt="pasted-image-20260210111221" loading="lazy" decoding="async"></figure><h3 id="vertical-cascade"><span class="heading-num">5.1</span>Vertical Cascade<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#vertical-cascade" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><blockquote>Recursive Drafting</blockquote><p>A smaller model generates a draft for the current draft model. 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cascade assigns larger, more accurate draft models to generate earlier tokens and smaller, faster models to generate later tokens.</p><ul><li>Prevent wasting expensive computational resources on late-position tokens that are highly likely to be rejected.</li></ul><h3 id="max-gram"><span class="heading-num">5.3</span>Max-Gram<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#max-gram" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><blockquote>PLD?</blockquote><blockquote>n-gram 是基于统计的概率预测，而 Max-Gram 是基于上下文的“复制粘贴”机制</blockquote><p>n-gram (统计语言模型):</p><ul><li>原理: 基于马尔可夫假设，认为下一个词的出现概率只依赖于前面 <span role="math" class="math-inline"><svg style="overflow: visible; width: 2.322444444em; height: 0.683em;" viewBox="0 0 26.1275 7.68375" width="26.1275pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g 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to this section" data-pagefind-ignore>#</a></h3><p><strong>Expected acceptance rate</strong> <span role="math" class="math-inline"><svg style="overflow: visible; width: 5.101166667em; height: 0.683em;" viewBox="0 0 57.388125 7.68375" width="57.388125pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gE79CFF1129E7716B0F031CD8127FE966" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 7.2 7.68375)"><use xlink:href="#g9E503CA9497181346C58002156CF85C7" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 11.57625 7.68375)"><use xlink:href="#g8ACBE031C28401F19EC3559D3B53223B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 25.0875 10.4625)"><use xlink:href="#g936B1C2B5801AD7FB4EB1AE790A0C306" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g 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0.07875 0.03375Z "/></symbol></defs></svg></div><p>计算的是：在这一轮中，Target Model 预期能接受多少个 token，<span role="math" class="math-inline"><svg style="overflow: visible; width: 2.019em; height: 0.683em;" viewBox="0 0 22.71375 7.68375" width="22.71375pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g2DC5D00F5AA069AB6655C6A5F2DEEE5C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 6.76125 7.68375)"><use xlink:href="#g9E503CA9497181346C58002156CF85C7" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 11.1375 7.68375)"><use xlink:href="#gE79CFF1129E7716B0F031CD8127FE966" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 18.3375 7.68375)"><use xlink:href="#g49C02CF88FD025515216E7DFE9036C2D" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol 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7.2 7.68375" width="7.2pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gE79CFF1129E7716B0F031CD8127FE966" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gE79CFF1129E7716B0F031CD8127FE966" overflow="visible"><path d="M 0 0m 3.4875 4.9725c -0.77625 0 -1.47375 -0.3375 -2.0925 -1.00125c -0.61875 -0.66375 -0.93375 -1.395 -0.93375 -2.1825c 0 -1.1025 0.7425 -1.9125 1.845 -1.9125c 0.77625 0 1.54125 0.30375 2.30625 0.9c 0.16875 -0.59625 0.5175 -0.9 1.035 -0.9c 0.405 0 0.97875 0.4275 0.97875 0.8325c 0 0.10125 -0.05625 0.14625 -0.18 0.14625c -0.07875 0 -0.14625 -0.045 -0.18 -0.135c -0.09 -0.23625 -0.32625 -0.5175 -0.585 -0.5175c -0.19125 0 -0.2925 0.36 -0.2925 1.09125c 0 0.1575 0.03375 0.28125 0.10125 0.36c 0.30375 0.37125 0.57375 0.79875 0.7875 1.27125c 0.28125 0.6075 0.45 1.0575 0.495 1.35v 0.045c -0.03375 0.07875 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<span role="math" class="math-inline"><svg style="overflow: visible; width: 1em; height: 0.683em;" viewBox="0 0 11.25 7.68375" width="11.25pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g5AC437252A791E947A81A655B8EE673B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g5AC437252A791E947A81A655B8EE673B" overflow="visible"><path d="M 0 0m 10.485 2.6325c 0.07875 0.03375 0.12375 0.10125 0.12375 0.18c 0 0.07875 -0.045 0.14625 -0.12375 0.18c -0.54 0.18 -1.04625 0.5625 -1.51875 1.1475c -0.315 0.39375 -0.52875 0.855 -0.63 1.38375c -0.03375 0.14625 -0.12375 0.21375 -0.27 0.21375c -0.18 0 -0.27 -0.09 -0.27 -0.28125l 0.01125 -0.0225v -0.01125c 0.19125 -0.97875 0.68625 -1.755 1.5075 -2.34h -8.3925c -0.18 0 -0.27 -0.09 -0.27 -0.27c 0 -0.18 0.09 -0.27 0.27 -0.27h 8.3925c -0.82125 -0.585 -1.31625 -1.36125 -1.5075 -2.34v -0.01125l -0.01125 -0.0225c 0 -0.19125 0.09 -0.28125 0.27 -0.28125c 0.14625 0 0.23625 0.0675 0.27 0.21375c 0.10125 0.52875 0.315 0.99 0.63 1.38375c 0.4725 0.585 0.97875 0.9675 1.51875 1.1475Z "/></symbol></defs></svg></span> EWIF 提升</p><p>这段数学推导严格证明了：只要最底层的 Draft Model 足够快（成本可忽略），哪怕它很笨，把它加进系统里也稳赚不赔。</p><h2 id="evaluation"><span class="heading-num">06</span>Evaluation<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#evaluation" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260210113843.png?h=fe939f8c66e761a175e17960556239705b6615bdb0e4fd1ac343606a5e6c6c41" alt="pasted-image-20260210113843" loading="lazy" decoding="async"></figure><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260210113909.png?h=d150b35e4d22c99349728517798012be7ab3a75cb5b007c30cd1dc0a7e08b159" alt="pasted-image-20260210113909" loading="lazy" decoding="async"></figure><h2 id="thoughts"><span class="heading-num">07</span>Thoughts<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#thoughts" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="when-reading"><span class="heading-num">7.1</span>When Reading<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#when-reading" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><h2 id="related-works"><span class="heading-num">08</span>Related Works<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#related-works" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h2 id="implementation"><span class="heading-num">09</span>Implementation<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/cascade-speculative-drafting-for-even-faster-llm-inference/#implementation" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><div class="code-block"><div class="code-head" data-pagefind-ignore><div class="code-lang">python</div><button type="button" class="code-copy" hidden>Copy</button></div><pre><code data-lang="python"><span style="color: #d73948">import</span> random

<span style="color: #d73948">class</span> <span style="color: #4b69c6">Model</span>:
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">__init__</span>(self, name):
        <span style="color: #d73948">self</span>.name <span style="color: #d73948">=</span> name
    
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">generate</span>(self, prefix, max_len<span style="color: #d73948">=</span><span style="color: #b60157">1</span>):
        <span style="color: #74747c">"""</span><span style="color: #74747c">模拟生成：Base Case (如 MaG) 直接生成</span><span style="color: #74747c">"""</span>
        <span style="color: #d73948">return</span> [<span style="color: #d73948">f</span><span style="color: #198810">"</span><span style="color: #8b41b1">{</span><span style="color: #d73948">self</span><span style="color: #8b41b1">.</span><span style="color: #8b41b1">name</span><span style="color: #8b41b1">}</span><span style="color: #198810">_token</span><span style="color: #198810">"</span>]
        
    <span style="color: #d73948">def</span> <span style="color: #4b69c6">review</span>(self, prefix, draft, lenience<span style="color: #d73948">=</span><span style="color: #b60157">1</span>):
        <span style="color: #74747c">"""</span><span style="color: #74747c">模拟审核：Target Review</span><span style="color: #74747c">"""</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> 简单模拟：假设以一定概率接受</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> 论文中 lenience (l) 用于放宽中间层的审核标准</span>
        accepted <span style="color: #d73948">=</span> []
        <span style="color: #d73948">for</span> token <span style="color: #d73948">in</span> draft:
            <span style="color: #d73948">if</span> random.<span style="color: #4b69c6">random</span>() <span style="color: #d73948">&lt;</span> <span style="color: #b60157">0</span><span style="color: #b60157">.</span><span style="color: #b60157">8</span>: <span style="color: #74747c">#</span><span style="color: #74747c"> 模拟接受率</span>
                accepted.<span style="color: #4b69c6">append</span>(token)
            <span style="color: #d73948">else</span>:
                <span style="color: #d73948">break</span> <span style="color: #74747c">#</span><span style="color: #74747c"> 拒绝，截断</span>
        <span style="color: #d73948">return</span> accepted

<span style="color: #d73948">def</span> <span style="color: #4b69c6">cascade_speculative_drafting_step</span>(draft_models, target_model, prefix, K_matrix, l_lenience):
    <span style="color: #74747c">"""</span>
<span style="color: #74747c">    对应论文 Algorithm 1: CascadeSpeculativeDraftingStep</span>
<span style="color: #74747c">    </span><span style="color: #74747c">"""</span>
    
    <span style="color: #74747c">#</span><span style="color: #74747c"> --- Base Case (递归终止条件) ---</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: if draftList is empty then ...</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 当没有更小的草稿模型可用时，当前的最底层模型(target_model, 即 MaG)直接生成</span>
    <span style="color: #d73948">if</span> <span style="color: #d73948">not</span> draft_models:
        <span style="color: #74747c">#</span><span style="color: #74747c"> 这里模拟 MaG 的非自回归生成或简单生成</span>
        <span style="color: #d73948">return</span> target_model.<span style="color: #4b69c6">generate</span>(prefix)

    <span style="color: #74747c">#</span><span style="color: #74747c"> 初始化</span>
    cur_gen <span style="color: #d73948">=</span> [] <span style="color: #74747c">#</span><span style="color: #74747c"> 对应 curGen (相对于 prefix 的增量)</span>
    full_prefix <span style="color: #d73948">=</span> prefix[:] <span style="color: #74747c">#</span><span style="color: #74747c"> 保持当前完整的上下文</span>
    
    <span style="color: #74747c">#</span><span style="color: #74747c"> 获取当前层级的 horizontal 步长配置</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: [k1, ..., kn-1] &lt;- first row of Knn</span>
    current_level_ks <span style="color: #d73948">=</span> K_matrix[<span style="color: #b60157">0</span>] 
    
    <span style="color: #74747c">#</span><span style="color: #74747c"> --- Horizontal Cascade Loop (水平级联循环) ---</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: for i &lt;- 1 to n do ...</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 这个循环体现了"水平级联"：随着 i 增加，负责审核的 target 变小(draft_models[i])</span>
    <span style="color: #d73948">for</span> i, k_i <span style="color: #d73948">in</span> <span style="color: #4b69c6">enumerate</span>(current_level_ks):
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> 1. 确定当前的"临时目标"和"临时助手列表"</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: curTarget &lt;- draftList[i]</span>
        cur_target <span style="color: #d73948">=</span> draft_models[i]
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: curDraftList &lt;- sublist of draftList starting from i+1</span>
        cur_draft_list <span style="color: #d73948">=</span> draft_models[i<span style="color: #d73948">+</span><span style="color: #b60157">1</span>:]
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: curK &lt;- submatrix of Knn ...</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> (简化处理：切片取剩余的配置)</span>
        cur_K <span style="color: #d73948">=</span> [row[i<span style="color: #d73948">+</span><span style="color: #b60157">1</span>:] <span style="color: #d73948">for</span> row <span style="color: #d73948">in</span> K_matrix[<span style="color: #b60157">1</span>:]] 
        
        <span style="color: #74747c">#</span><span style="color: #74747c"> 2. 生成当前片段 (Segment Generation)</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: while curGen.length ... &lt; ki do</span>
        <span style="color: #74747c">#</span><span style="color: #74747c"> 只要当前片段还没凑够 k_i 个词，就持续递归调用</span>
        segment_len <span style="color: #d73948">=</span> <span style="color: #b60157">0</span>
        <span style="color: #d73948">while</span> segment_len <span style="color: #d73948">&lt;</span> k_i:
            
            <span style="color: #74747c">#</span><span style="color: #74747c"> --- Vertical Cascade (垂直级联递归) ---</span>
            <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: Recursive Call -> CascadeSpeculativeDraftingStep</span>
            <span style="color: #74747c">#</span><span style="color: #74747c"> 这里的关键是：用更小的模型列表 (cur_draft_list) 为当前模型 (cur_target) 生成草稿</span>
            sub_draft <span style="color: #d73948">=</span> <span style="color: #4b69c6">cascade_speculative_drafting_step</span>(
                cur_draft_list, 
                cur_target, 
                full_prefix <span style="color: #d73948">+</span> cur_gen, 
                cur_K, 
                l_lenience
            )
            
            cur_gen.<span style="color: #4b69c6">extend</span>(sub_draft)
            segment_len <span style="color: #d73948">+=</span> <span style="color: #4b69c6">len</span>(sub_draft)
            
            <span style="color: #74747c">#</span><span style="color: #74747c"> (为了防止无限循环的模拟保护)</span>
            <span style="color: #d73948">if</span> <span style="color: #4b69c6">len</span>(sub_draft) <span style="color: #d73948">==</span> <span style="color: #b60157">0</span>: <span style="color: #d73948">break</span> 
            
    <span style="color: #74747c">#</span><span style="color: #74747c"> --- Final Review (最终审核) ---</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 对应论文: review(Mt, curGen, ...)</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 所有的片段拼凑好后，由本层原本的 target_model 进行统一度量</span>
    <span style="color: #74747c">#</span><span style="color: #74747c"> 注意：论文提到如果是最顶层调用，l=1；中间层调用 l>1 (Lenience)</span>
    accepted_draft <span style="color: #d73948">=</span> target_model.<span style="color: #4b69c6">review</span>(prefix, cur_gen, lenience<span style="color: #d73948">=</span>l_lenience)
    
    <span style="color: #d73948">return</span> accepted_draft

<span style="color: #74747c">#</span><span style="color: #74747c"> ==========================================</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> 模拟运行</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> ==========================================</span>

<span style="color: #74747c">#</span><span style="color: #74747c"> 定义模型层级: Target -> Draft1 -> Draft2 -> MaG</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> 实际传入函数的 draft_models 列表是 [Draft1, Draft2, MaG]</span>
target_mt <span style="color: #d73948">=</span> <span style="color: #4b69c6">Model</span>(<span style="color: #198810">"</span><span style="color: #198810">Target(LLaMA-70B)</span><span style="color: #198810">"</span>)
draft_1 <span style="color: #d73948">=</span> <span style="color: #4b69c6">Model</span>(<span style="color: #198810">"</span><span style="color: #198810">Draft1(LLaMA-7B)</span><span style="color: #198810">"</span>)
draft_2 <span style="color: #d73948">=</span> <span style="color: #4b69c6">Model</span>(<span style="color: #198810">"</span><span style="color: #198810">Draft2(Tiny)</span><span style="color: #198810">"</span>)
mag <span style="color: #d73948">=</span> <span style="color: #4b69c6">Model</span>(<span style="color: #198810">"</span><span style="color: #198810">MaG(N-gram)</span><span style="color: #198810">"</span>)

draft_list <span style="color: #d73948">=</span> [draft_1, draft_2, mag]

<span style="color: #74747c">#</span><span style="color: #74747c"> 定义 K 矩阵 (简化版)</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> K_matrix[0] 控制最顶层 Horizontal 分配：</span>
<span style="color: #74747c">#</span><span style="color: #74747c">   - 位置 0 (交给 Draft1 负责): 目标生成 3 个词</span>
<span style="color: #74747c">#</span><span style="color: #74747c">   - 位置 1 (交给 Draft2 负责): 目标生成 2 个词</span>
<span style="color: #74747c">#</span><span style="color: #74747c">   - 位置 2 (交给 MaG 负责):    目标生成 1 个词</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> Row 0 ([3, 2, 1]): 决定了最终输出序列是由谁拼凑的。（一段 Draft1 的，一段 Draft2 的，一段 MaG 的）。</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> Row 1 ([2, 1]): 决定了 Draft 1 是如何被加速的。</span>
<span style="color: #74747c">#</span><span style="color: #74747c"> Row 2 ([1]): 决定了 Draft 2 是如何被加速的。</span>
K_matrix <span style="color: #d73948">=</span> [
    [<span style="color: #b60157">3</span>, <span style="color: #b60157">2</span>, <span style="color: #b60157">1</span>], 
    [<span style="color: #b60157">2</span>, <span style="color: #b60157">1</span>],    <span style="color: #74747c">#</span><span style="color: #74747c"> 下一层的配置</span>
    [<span style="color: #b60157">1</span>]        <span style="color: #74747c">#</span><span style="color: #74747c"> 再下一层的配置</span>
]

<span style="color: #4b69c6">print</span>(<span style="color: #198810">"</span><span style="color: #198810">Running Algo 1 (Cascade Speculative Drafting)...</span><span style="color: #198810">"</span>)
final_result <span style="color: #d73948">=</span> <span style="color: #4b69c6">cascade_speculative_drafting_step</span>(
    draft_models<span style="color: #d73948">=</span>draft_list,
    target_model<span style="color: #d73948">=</span>target_mt,
    prefix<span style="color: #d73948">=</span>[<span style="color: #198810">"</span><span style="color: #198810">The</span><span style="color: #198810">"</span>, <span style="color: #198810">"</span><span style="color: #198810">future</span><span style="color: #198810">"</span>],
    K_matrix<span style="color: #d73948">=</span>K_matrix,
    l_lenience<span style="color: #d73948">=</span><span style="color: #b60157">1</span>
)

<span style="color: #4b69c6">print</span>(<span style="color: #d73948">f</span><span style="color: #198810">"</span><span style="color: #198810">Final Accepted Draft: </span><span style="color: #8b41b1">{</span><span style="color: #8b41b1">final_result</span><span style="color: #8b41b1">}</span><span style="color: #198810">"</span>)</code></pre></div></div></div></article></main></div></div>]]></content:encoded></item><item><title>LayerSkip Enabling Early Exit Inference and Self-Speculative Decoding</title><link>https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/</guid><pubDate>Mon, 9 Feb 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><blockquote>Extensive Reading</blockquote><h2 id="author-info"><span class="heading-num">01</span>Author Info<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#author-info" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h2 id="background"><span class="heading-num">02</span>Background<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#background" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><ul><li><p><strong>Early Exit (Dynamic Halting)</strong></p><ul><li>These techniques attempt to stop the forward pass at an intermediate layer if the model is sufficiently confident in the prediction.</li><li>Problems: In standard LLMs, early layers are "lazy" (not trained to produce final tokens), leading to severe accuracy drops; furthermore, these methods typically require adding and training auxiliary "exit heads," which increases parameter overhead.</li></ul></li><li><p><strong>Layer Pruning and Dropout</strong></p><ul><li>Existing research has explored skipping layers (dropout) during training to make sub-networks robust or pruning layers post-training for speed.</li><li>Problems: Standard uniform layer dropout does not specifically incentivize early layers to be accurate, and post-training pruning often results in performance degradation that requires complex fine-tuning to recover.</li></ul></li></ul><h2 id="insights"><span class="heading-num">03</span>Insights<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#insights" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>Accelerate Large Language Model (LLM) inference by enabling the model to generate tokens using fewer layers when possible, while maintaining accuracy.</p><p>By using the LayerSkip, self speculative decode can be achieved within a single model, allowing the earlier layers to generate draft tokens and the later layers to verify them.</p><h2 id="motivation"><span class="heading-num">04</span>Motivation<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#motivation" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260209111606.png?h=a4502b6c139325eeeb68ba3d8b02ebf5b809d527ce3dbe322aa8e89e3ec65480" alt="pasted-image-20260209111606" loading="lazy" decoding="async"></figure><p>Motivation part is interesting, the authors connect every transformer layer to the LM Head, then observe the output token:</p><ul><li>Token predictions in earlier layers appear to be irrelevant as they correspond to the previous token projected on the model’s embedding layer’s weights, which are different from the weights of the LM head; in later layers, token predictions converge to the final prediction.</li><li>The final token prediction is predicted fewer layers before the end.</li></ul><h2 id="approaches"><span class="heading-num">05</span>Approaches<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#approaches" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260209111529.png?h=b0336110ef15626dd519294344b3ea84deaab37b903e616b1eb4c37e6f0c8e95" alt="pasted-image-20260209111529" loading="lazy" decoding="async"></figure><h3 id="training"><span class="heading-num">5.1</span>Training<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#training" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><ul><li><p><strong>Layer Dropout with Inverted Rates</strong>:</p><ul><li>During training, layers are skipped stochastically. LayerSkip applies a schedule where dropout rates are <strong>lower for earlier layers</strong> and <strong>higher for later layers</strong>.</li><li>This forces the model to rely less on the final layers and more on the earlier ones to form high-quality representations.</li></ul></li><li><p><strong>Early Exit Loss</strong></p><ul><li>LayerSkip introduces a loss function that grades the model's output <strong>after every single layer</strong>.</li><li>LayerSkip uses the same LM Head for every layer, forces the early layers to speak the same "language" (produce the same type of data embeddings) as the final layer</li><li>The training loss is a weighted sum of the errors at all layers. The authors give higher weight to later layers, ensuring the final output remains the most accurate, while still penalizing early layers if they are wrong.</li></ul></li></ul><h3 id="inference"><span class="heading-num">5.2</span>Inference<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#inference" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><p>For tasks requiring lower latency or where slight accuracy trade-offs are acceptable, the model can simply stop execution at a pre-defined early layer (Layer <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.792em; height: 0.683em;" viewBox="0 0 8.91 7.68375" width="8.91pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#gCAFBF2C5709221EAACA84AA160AA4D1B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="gCAFBF2C5709221EAACA84AA160AA4D1B" overflow="visible"><path d="M 0 0m 2.23875 7.38c 0 -0.1125 0.12375 -0.16875 0.36 -0.16875c 0.45 0 0.675 -0.045 0.675 -0.14625c 0 -0.03375 -0.0225 -0.1125 -0.05625 -0.25875l -1.4625 -5.88375c -0.05625 -0.2475 -0.16875 -0.39375 -0.3375 -0.45c -0.07875 -0.0225 -0.28125 -0.03375 -0.63 -0.03375c -0.2475 0 -0.36 -0.0225 -0.36 -0.25875c 0 -0.12375 0.12375 -0.18 0.36 -0.18h 5.77125c 0.27 0 0.2925 0.0225 0.3825 0.21375l 0.45 1.0125c 0.30375 0.6975 0.5175 1.215 0.64125 1.56375c -0.0225 0.10125 -0.05625 0.16875 -0.18 0.16875c -0.07875 0 -0.14625 -0.05625 -0.19125 -0.1575c -0.28125 -0.66375 -0.55125 -1.17 -0.82125 -1.53c -0.45 -0.6075 -1.11375 -0.8325 -2.17125 -0.8325h -1.63125c -0.1125 0 -0.19125 0 -0.23625 0.01125c -0.0675 0 -0.10125 0.0225 -0.10125 0.05625c 0 0.0225 0.0225 0.10125 0.05625 0.2475l 0.7425 3.00375h 1.06875c 0.52875 0 0.81 -0.0675 0.86625 -0.21375c 0.0225 -0.05625 0.03375 -0.135 0.03375 -0.2475c 0 -0.14625 -0.0225 -0.32625 -0.07875 -0.54c -0.0225 -0.05625 -0.03375 -0.10125 -0.03375 -0.135c 0 -0.1125 0.0675 -0.16875 0.19125 -0.16875c 0.10125 0 0.16875 0.09 0.21375 0.25875l 0.63 2.61c 0 0.1125 -0.05625 0.16875 -0.18 0.16875c -0.09 0 -0.1575 -0.07875 -0.19125 -0.23625c -0.1125 -0.43875 -0.25875 -0.72 -0.45 -0.855c -0.19125 -0.135 -0.50625 -0.2025 -0.9675 -0.2025h -0.99l 0.6525 2.62125c 0.09 0.3825 0.09 0.39375 0.5625 0.39375h 1.56375c 0.57375 0 0.9675 -0.05625 1.18125 -0.16875c 0.315 -0.16875 0.4725 -0.50625 0.4725 -1.0125c 0 -0.19125 -0.01125 -0.39375 -0.045 -0.585c 0 -0.0225 0 -0.05625 -0.01125 -0.10125v -0.10125c 0 -0.12375 0.05625 -0.18 0.16875 -0.18c 0.1125 0 0.18 0.10125 0.2025 0.315l 0.225 1.92375c 0.03375 0.315 -0.045 0.34875 -0.34875 0.34875h -5.61375c -0.25875 0 -0.3825 -0.01125 -0.3825 -0.27Z "/></symbol></defs></svg></span>) and generate the token using the shared LM head.</p><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260209112017.png?h=eb3963c7e831ec29ea138b9c21ee1fae87f3a5d035269b8014368d04a7edf3c8" alt="pasted-image-20260209112017" loading="lazy" decoding="async"></figure><blockquote>通过在不同位置退出，可以形成一系列大小不同的草稿模型</blockquote><h3 id="self-speculative-decoding"><span class="heading-num">5.3</span>Self-Speculative Decoding<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#self-speculative-decoding" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><ul><li><strong>Self-Drafting</strong>: The model executes the first <span role="math" class="math-inline"><svg style="overflow: visible; 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Since the draft and verifier are parts of the same model, the Key-Value (KV) cache generated during the drafting phase (layers <span role="math" class="math-inline"><svg style="overflow: visible; width: 0.5em; height: 0.683em;" viewBox="0 0 5.625 7.68375" width="5.625pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g39F9266F029995951E2253F0270917CB" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g39F9266F029995951E2253F0270917CB" overflow="visible"><path d="M 0 0m 3.02625 7.4925c -0.46125 -0.4725 -1.13625 -0.70875 -2.025 -0.70875v -0.43875c 0.585 0 1.06875 0.09 1.44 0.27v -5.6925c 0 -0.2025 -0.045 -0.3375 -0.14625 -0.39375c -0.10125 -0.05625 -0.3825 -0.09 -0.8325 -0.09h -0.39375v -0.43875c 0.28125 0.0225 0.88875 0.03375 1.8225 0.03375c 0.93375 0 1.54125 -0.01125 1.8225 -0.03375v 0.43875h -0.39375c -0.46125 0 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loading="lazy" decoding="async"></figure><ul><li>T1, T2, T3 生成时只用到了 L1, L2, 加快了推理速度</li><li><p>T4 生成时可以直接复用 T1, T2, T3 推理时已经生成的 KV Cache，<strong>只需要计算模型中在草稿阶段未使用的剩余层</strong></p><ul><li>并且由于 T1, T2, T3 在 L2 之后的 hidden_states 也被缓存了，所以 Verify 阶段可以直接跳过</li></ul></li></ul><h2 id="evaluation"><span class="heading-num">06</span>Evaluation<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#evaluation" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260209113234.png?h=f261be85854fa5911a1a8164673a8181fcdb57aad8e68133d640bc235b4e4dd5" alt="pasted-image-20260209113234" loading="lazy" decoding="async"></figure><h2 id="thoughts"><span class="heading-num">07</span>Thoughts<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#thoughts" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h3 id="when-reading"><span class="heading-num">7.1</span>When Reading<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#when-reading" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h3><h2 id="related-works"><span class="heading-num">08</span>Related Works<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/layerskip-enabling-early-exit-inference-and-self-speculative-decoding/#related-works" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2></div></div></article></main></div></div>]]></content:encoded></item><item><title>3-Model Speculative Decoding</title><link>https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/</link><guid isPermaLink="false">https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/</guid><pubDate>Mon, 9 Feb 2026 00:00:00 +0000</pubDate><content:encoded><![CDATA[<link rel="stylesheet" href="https://blog.kkkzoz.top/assets/styles/site.css?h=166348f25fd161b639f09162b819d66af0705553f4c459bf4b7792977fb3df8c"><style>mtable.right-align mtd,mtable mtd.right-align,mtable.left-align mtd.right-align,mtable.aligned mtd:nth-child(odd){text-align:right;justify-items:end}mtable.cases mtd,mtable.left-align mtd,mtable mtd.left-align,mtable.aligned mtd:nth-child(2n),math:not([display])>mtable.multiline-equation mtd{text-align:left;justify-items:start}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.left-flush{padding-left:0}mtable.cases mtd,mtable.aligned mtd,mtable mtd.flushed,mtable mtd.right-flush{padding-right:0}mtable{math-style:inherit}mtd{math-depth:auto-add;math-style:compact;math-shift:compact}mtable.multiline-equation mtd{math-depth:inherit;math-style:inherit;math-shift:inherit;padding:0}math>mtable.multiline-equation mtr:not(:last-child) mtd{padding-bottom:.5em}mfrac{margin-inline:.1em;padding-inline:0}mover[accent=true i]>:first-child{font-feature-settings:"dtls"}mover.dotted[accent=true i]>:first-child{font-feature-settings:"dtls" 0}munder>:nth-child(2),munderover>:nth-child(2){math-shift:compact}munder[accentunder=true i]>:not(:first-child),mover[accent=true i]>:not(:first-child){math-depth:inherit;math-style:inherit;math-shift:inherit}</style><div lang="en"><div><main id="main" class="wrap"><article class="post"><div class="post-body"><div class="prose" id="post-content" data-pagefind-body><blockquote>Extensive Reading</blockquote><h2 id="author-info"><span class="heading-num">01</span>Author Info<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/#author-info" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><h2 id="background"><span class="heading-num">02</span>Background<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/#background" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><ul><li><strong>The Accuracy-Speed Trade-off</strong>: The effectiveness of SD is limited by a fundamental trade-off: very small draft models are fast but often diverge from the target model's distribution, leading to low acceptance rates. Conversely, larger draft models have higher acceptance rates but are too slow to provide significant speedups.</li><li><strong>Limitations of Single-Stage Verification</strong>: As the performance gap between the draft and target models widens, the output distributions diverge significantly, diminishing the acceleration gains. Even relaxed verification methods like Fuzzy Speculative Decoding struggle to bridge large distributional gaps between a tiny draft model and a massive target model in a single step.</li></ul><h2 id="insights"><span class="heading-num">03</span>Insights<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/#insights" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>The authors propose <strong>Pyramid Speculative Decoding</strong>, which inserts an intermediate "Qualifier Model" between the small Draft and the large Target. This creates a hierarchical pipeline that bridges the "distributional gap" between the small and large models.</p><p>作者也提到了 PSD 的理论基础，熵的梯度变化：</p><ul><li>Small Models: High entropy (unsure, flat distributions).</li><li>Large Models: Low entropy (confident, sharp distributions).</li></ul><h2 id="challenges"><span class="heading-num">04</span>Challenges<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/#challenges" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><p>How to accelerate LLM inference using the qualifier model?</p><blockquote>If we use two nested vanilla speculative decoding, the qualifier model will be <strong>redundant</strong>.</blockquote><p>在严格匹配模式下，一个 token 被最终接受必须同时满足：</p><ul><li>草稿模型 <span role="math" class="math-inline"><svg style="overflow: visible; width: 1.6798em; height: 0.683em;" viewBox="0 0 18.89775 7.68375" width="18.89775pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" 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-0.370125 0.0945 -0.370125 0.275625c 0 0.29925 0.322875 0.527625 0.622125 0.527625Z "/></symbol></defs></svg></span> 允许<strong>分布相似而不是完全一致时</strong>，它才能充当一个桥梁，把草稿模型较差的分布“修正”得更接近目标模型，从而提升最终的接受率。</p><h2 id="approaches"><span class="heading-num">05</span>Approaches<a class="heading-anchor" href="https://blog.kkkzoz.top/posts/papers/llm/3-model-speculative-decoding/#approaches" aria-label="Copy link to this section" data-pagefind-ignore>#</a></h2><figure class="img"><img src="https://blog.kkkzoz.top/assets/images/pasted-image-20260209223616.png?h=672d073b07d55ecfc02f55a43e41edcf996c8fd30655835468886f7c147d4714" alt="pasted-image-20260209223616" loading="lazy" decoding="async"></figure><p>The framework utilizes three models with a shared tokenizer, scaled by parameter size:</p><ul><li><strong>Draft Model</strong> (<span role="math" class="math-inline"><svg style="overflow: visible; width: 1.6798em; height: 0.683em;" viewBox="0 0 18.89775 7.68375" width="18.89775pt" height="7.68375pt" 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High uncertainty (entropy). Generates initial token proposals.</li><li><strong>Qualifier Model</strong> (<span role="math" class="math-inline"><svg style="overflow: visible; width: 1.656em; height: 0.683em;" viewBox="0 0 18.63 7.68375" width="18.63pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g63C23E17ABBF77440C23FE17198EFF6B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><g transform="matrix(1 0 0 -1 10.9125 10.4625)"><use xlink:href="#gF53E5901A5DAE043340FFC0B3C707F4C" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g63C23E17ABBF77440C23FE17198EFF6B" overflow="visible"><path d="M 0 0m 6.6825 0.18c 0 -0.12375 0.0675 -0.18 0.21375 -0.18l 1.38375 0.03375c 0.25875 0.01125 1.17 -0.03375 1.38375 -0.03375c 0.16875 0 0.25875 0.09 0.25875 0.27c 0 0.1125 -0.1125 0.16875 -0.34875 0.16875c -0.46125 0 -0.68625 0.045 -0.68625 0.14625c 0 0.03375 0.0225 0.1125 0.05625 0.25875l 1.485 5.92875c 0.05625 0.23625 0.16875 0.3825 0.315 0.43875c 0.0675 0.0225 0.27 0.03375 0.59625 0.03375c 0.28125 0 0.405 0.01125 0.405 0.27c 0 0.1125 -0.1125 0.16875 -0.34875 0.16875h -1.47375c -0.32625 0 -0.32625 -0.0225 -0.4725 -0.23625l -4.005 -6.2325l -0.855 6.17625c -0.045 0.28125 -0.0675 0.2925 -0.39375 0.2925h -1.53c -0.2475 0 -0.37125 -0.01125 -0.37125 -0.25875c 0 -0.12375 0.12375 -0.18 0.36 -0.18c 0.225 0 0.68625 0.03375 0.68625 -0.14625c 0 -0.0225 -0.01125 -0.09 -0.045 -0.2025l -1.4175 -5.65875c -0.10125 -0.4275 -0.36 -0.68625 -0.75375 -0.765c -0.28125 -0.03375 -0.6525 0.01125 -0.6525 -0.2925c 0 -0.12375 0.0675 -0.18 0.2025 -0.18c 0.2025 0 0.91125 0.03375 1.11375 0.03375c 0.21375 0 0.93375 -0.03375 1.1475 -0.03375c 0.16875 0 0.2475 0.09 0.2475 0.27c 0 0.10125 -0.07875 0.1575 -0.2475 0.16875c -0.4725 0 -0.70875 0.14625 -0.70875 0.43875c 0 0.045 0.01125 0.12375 0.045 0.2475l 1.4625 5.86125l 0.93375 -6.69375c 0.03375 -0.19125 0.10125 -0.2925 0.21375 -0.2925c 0.09 0 0.18 0.07875 0.28125 0.225l 4.37625 6.82875l -1.53 -6.13125c -0.0675 -0.2475 -0.18 -0.39375 -0.34875 -0.45c -0.0675 -0.0225 -0.28125 -0.03375 -0.63 -0.03375c -0.23625 0 -0.34875 -0.0225 -0.34875 -0.25875Z "/></symbol><symbol id="gF53E5901A5DAE043340FFC0B3C707F4C" overflow="visible"><path d="M 0 0m 2.842875 -0.17325c 0.244125 0 0.511875 0.0315 0.7875 0.102375v -0.378c 0 -0.291375 0.04725 -0.527625 0.133875 -0.7245c 0.102375 -0.23625 0.315 -0.354375 0.637875 -0.354375c 0.48825 0 0.882 0.370125 1.078875 0.716625c 0.228375 0.39375 0.3465 0.669375 0.3465 0.826875c 0 0.0945 -0.04725 0.14175 -0.14175 0.14175c -0.070875 0 -0.118125 -0.039375 -0.133875 -0.118125c -0.118125 -0.36225 -0.4725 -0.685125 -0.937125 -0.685125c -0.401625 0 -0.496125 0.29925 -0.58275 0.70875c 0.685125 0.244125 1.267875 0.669375 1.74825 1.267875c 0.496125 0.63 0.748125 1.299375 0.748125 2.00025c 0 0.6615 -0.2205 1.197 -0.653625 1.598625c -0.433125 0.401625 -0.9765 0.606375 -1.638 0.606375c -0.61425 0 -1.204875 -0.17325 -1.77975 -0.511875c -0.937125 -0.559125 -1.913625 -1.6695 -1.913625 -3.024c 0 -1.30725 0.968625 -2.1735 2.2995 -2.1735Z m 2.8665 3.717c 0 -0.464625 -0.118125 -0.99225 -0.36225 -1.582875c -0.275625 -0.700875 -0.74025 -1.21275 -1.393875 -1.535625c -0.149625 0.5355 -0.417375 0.80325 -0.80325 0.80325c -0.441 0 -0.89775 -0.370125 -0.89775 -0.811125c 0 -0.055125 0 -0.11025 0.007875 -0.149625c -0.5985 0.23625 -0.89775 0.748125 -0.89775 1.535625c 0 0.889875 0.291375 1.693125 0.86625 2.401875c 0.4095 0.504 1.126125 1.015875 1.945125 1.015875c 0.96075 0 1.535625 -0.693 1.535625 -1.677375Z m -2.559375 -2.59875c 0.29925 0 0.45675 -0.2205 0.480375 -0.669375c -0.244125 -0.086625 -0.48825 -0.133875 -0.732375 -0.133875c -0.244125 0 -0.370125 0.0945 -0.370125 0.275625c 0 0.29925 0.322875 0.527625 0.622125 0.527625Z "/></symbol></defs></svg></span>): Intermediate size (e.g., 3B parameters). Acts as a bridge. 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Performs final verification.</li></ul><p>PyramidSD uses two nested speculative stages:</p><ul><li><strong>Draft <span role="math" class="math-inline"><svg style="overflow: visible; width: 1em; height: 0.683em;" viewBox="0 0 11.25 7.68375" width="11.25pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g5AC437252A791E947A81A655B8EE673B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g5AC437252A791E947A81A655B8EE673B" overflow="visible"><path d="M 0 0m 10.485 2.6325c 0.07875 0.03375 0.12375 0.10125 0.12375 0.18c 0 0.07875 -0.045 0.14625 -0.12375 0.18c -0.54 0.18 -1.04625 0.5625 -1.51875 1.1475c -0.315 0.39375 -0.52875 0.855 -0.63 1.38375c -0.03375 0.14625 -0.12375 0.21375 -0.27 0.21375c -0.18 0 -0.27 -0.09 -0.27 -0.28125l 0.01125 -0.0225v -0.01125c 0.19125 -0.97875 0.68625 -1.755 1.5075 -2.34h -8.3925c -0.18 0 -0.27 -0.09 -0.27 -0.27c 0 -0.18 0.09 -0.27 0.27 -0.27h 8.3925c -0.82125 -0.585 -1.31625 -1.36125 -1.5075 -2.34v -0.01125l -0.01125 -0.0225c 0 -0.19125 0.09 -0.28125 0.27 -0.28125c 0.14625 0 0.23625 0.0675 0.27 0.21375c 0.10125 0.52875 0.315 0.99 0.63 1.38375c 0.4725 0.585 0.97875 0.9675 1.51875 1.1475Z "/></symbol></defs></svg></span> Qualifier</strong>: The Draft model proposes a sequence of tokens. The Qualifier verifies these tokens using a "fuzzy" acceptance criterion (checking if the distributions are sufficiently similar).</li><li><strong>Qualifier <span role="math" class="math-inline"><svg style="overflow: visible; width: 1em; height: 0.683em;" viewBox="0 0 11.25 7.68375" width="11.25pt" height="7.68375pt" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:h5="http://www.w3.org/1999/xhtml"><g transform="matrix(1 0 0 -1 0 7.68375)"><use xlink:href="#g5AC437252A791E947A81A655B8EE673B" x="0" y="0" fill="#222a2d" fill-rule="nonzero"/></g><defs><symbol id="g5AC437252A791E947A81A655B8EE673B" overflow="visible"><path d="M 0 0m 10.485 2.6325c 0.07875 0.03375 0.12375 0.10125 0.12375 0.18c 0 0.07875 -0.045 0.14625 -0.12375 0.18c -0.54 0.18 -1.04625 0.5625 -1.51875 1.1475c -0.315 0.39375 -0.52875 0.855 -0.63 1.38375c -0.03375 0.14625 -0.12375 0.21375 -0.27 0.21375c -0.18 0 -0.27 -0.09 -0.27 -0.28125l 0.01125 -0.0225v -0.01125c 0.19125 -0.97875 0.68625 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