Add AVX2 LayerNorm/RMSNorm kernel for x86-64 (MLAS) - #31973
Add AVX2 LayerNorm/RMSNorm kernel for x86-64 (MLAS)#31973Justin Chu (justinchuby) merged 18 commits into
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Correction to the numerics claim, and benchmark resultsCorrecting something in the commit message before it misleads a reviewer. The numerics claim was wrongThe commit says the kernel "keeps the same two-pass mean/variance formulation as the scalar path". That is not accurate. So this PR does change the numerical formulation for full LayerNorm on x86: Welford's one-pass → two-pass mean/variance. I should have said so up front. RMSNorm is unaffected — both sides use sum-of-squares. This is a real trade-off and reviewers should decide it, not me. Two-pass avoids Welford's per-element BenchmarksNow measured against the true baseline (the Host: AMD EPYC 9V74 (AVX2, FMA, F16C; no AVX-512). p50/p95 over 1000 iterations after warmup. RMSNorm — pure SIMD effect, same algorithm both sides:
Full LayerNorm — SIMD plus the algorithmic change above, so read with that caveat:
Much of that is removing Welford's per-element division, not vectorization. I would not want the 20× figure quoted without the caveat. Known regressionFor NormSize ≤ 15, RMSNorm is 0.7–0.8× — AVX2 setup overhead exceeds the gain on very short rows. Disclosing rather than hiding it; happy to add a size threshold that falls back to scalar below the vector width if you would prefer. Scope of the measurementThis is a single-row kernel microbenchmark. End-to-end model impact is unmeasured. LayerNorm is typically a small fraction of total inference time, so please do not read these as model-level numbers. |
GPU validation is an external hardware blocker, now tracked in #768. Confirmed zero self-hosted runners on this repository (GET /repos/justinchuby/onnx-genai/actions/runners -> total_count: 0) and a User-account owner, so there is no org-level GPU pool either. Hosted runners have no NVIDIA GPU, so CUDA cannot be validated by CI as configured. #762 stays draft until #768 returns exit 0 with evidence. Upstream CPU pilot (PR #763's plan) started in a separate clone of justinchuby/onnxruntime, outside this repo. Two corrections to the gap analysis, both found by inspecting upstream main rather than trusting the earlier survey: - GatherBlockQuantized CPU is NOT a gap. contrib_ops/cpu/quantization/ gather_block_quantized.cc already exists upstream; the original search covered core/providers/cpu/ and missed contrib_ops/. - x86 f16/bf16 GEMM is not viable. AVX2 has only F16C conversion, so an AVX2 half-GEMM would convert to fp32, multiply, and convert back - which is exactly what Eigen already does today via math::MatMul<MLFloat16>. Native fp16 arithmetic needs AVX512-FP16, which this host lacks. Pivoted to a verified gap: MLAS had no x86 LayerNorm kernel at all (layernorm.cpp is 41 lines of dispatch; only a RISC-V RVV kernel existed), so LayerNormalization and SimplifiedLayerNormalization ran scalar on AVX2. Shipped as draft microsoft/onnxruntime#31973: an 8-wide AVX2+FMA3 kernel plus 36 MLAS unit tests, all passing on a real binary I ran myself. Also recorded a numerics correction made publicly on that PR. The commit message claimed the kernel matched a two-pass scalar path; in fact the real x86 baseline is Welford's online algorithm in layer_norm_impl.cc, so the PR does change the formulation for full LayerNorm. That is disclosed upstream along with the resulting caveat that the large full-LayerNorm speedups come substantially from dropping Welford's per-element division rather than from vectorization, and a small-size regression at NormSize <= 15. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
Update: Welford preserved, tiny rows excluded — both driven by measurementFollowing up on my own correction above. Two changes; the PR is materially different and, I think, materially better. 1. The two-pass variance was not just less precise — it was wrongI said the Welford → two-pass change was a trade-off for reviewers to weigh. Adversarial testing settled it against us:
With mean ≈1e6, both terms of The reduction now uses Welford's with 8 parallel AVX2 accumulators combined by the standard pairwise merge, so the formulation matches the scalar baseline. Against an fp64 reference it is more accurate than scalar Welford at every size, since the parallel accumulators shorten each dependent chain:
RMSNorm keeps sum-of-squares — no mean subtraction, so no cancellation to avoid. Cost: Welford's per-element division runs ~2.5–3× slower than two-pass, so full-LayerNorm drops from ~20× to 5–7×. That is the honest number. The earlier 20× was mostly the removed division, not vectorization, which is why I did not want it quoted. 2. Tiny rows now fall back instead of regressingThe ≤15 regression I disclosed is gone by construction. Measured crossover on AMD EPYC 9V74 (AVX2/FMA, no AVX-512): 3–22% regression for NormSize 1–7, parity at 8 — where the first 256-bit iteration executes. Tests assert the contract on both sides: ≥8 the kernel must run, <8 it must decline. Neither a silent fallback nor an accidental re-enable for tiny rows can pass unnoticed. StatusIncludes the catastrophic-cancellation cases, asserting finiteness and exact parity with scalar Welford. Formatting fixed ( Still unmeasured: end-to-end model impact. This is a single-row kernel microbenchmark and I am not going to imply otherwise. Keeping it draft — happy to take feedback on the Welford SIMD merge or the threshold value. |
Track B (CUDA upstream contribution): audited in a separate worktree against microsoft/onnxruntime main @ 16b486a2. Both ranked candidates are dead, and no upstream PR was opened. - MatMulNBits int4 block-128 GEMV: upstream already covers block-128. matmul_4bits_m1_impl.cuh:152 has an explicit block_size == 128 template, matmul_nbits.cc:76 accepts it via CheckFpAIntBEligibility, and contrib_ops/cuda/llm/fpA_intB_gemv/ is a full groupwise int4 GEMV dispatcher. ORT issue #23004 turns out to be about CPU int4 performance, not CUDA. - QMoE parallel routing: Microsoft already merged PR #28980 optimizing the QMoE SoftmaxTopK router for small-batch decode, qmoe_kernels.cu already uses warp-cooperative reductions, and issue #28987 lists 8+ active PRs on these kernels. Contributing here would duplicate in-flight work. That is four of four planned upstream candidates eliminated by inspection across both tracks. The pattern is consistent and worth stating plainly: our CUDA advantages are runtime-architectural - graph capture, VMM weight paging, tiered KV - and are not portable as self-contained upstream kernels. Prior +36-60% and +30% figures measured our Rust runtime, not any upstream port, and must not be cited as evidence for upstream code. Track A (CPU LayerNorm, microsoft/onnxruntime#31973) hardened on two fronts, both driven by measurement rather than argument: - Adversarial numerics showed the two-pass variance was not merely less precise but wrong: NaN at base=1e6/spread=1e-3 and 100% relative error at base=1e7, where E[x^2] - mean^2 loses every fp32 digit. The kernel now preserves Welford semantics using 8 parallel AVX2 accumulators, which measures more accurate than scalar Welford at every size tested. The honest speedup drops from ~20x to 5-7x, because most of the original figure was the removed per-element division rather than vectorization. - A NormSize < 8 dispatch threshold removes the previously disclosed 3-22% small-row regression by construction, with tests asserting the contract on both sides so neither a silent fallback nor an accidental re-enable can pass unnoticed. 40 tests pass. GPU validation remains blocked by #768; no self-hosted runners exist, so CUDA cannot be validated in CI as configured. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
Internal review pass — findings addressedRan an adversarial internal review before asking for your time. No blocking findings; two substantive items, both now fixed. Wasted work in the RMSNorm path. In Simplified mode the running sum feeds only the optional Worth being precise: the reviewer estimated ~15% from reading the code. Measured, it is 5–9% for NormSize 8–64 and under 1% for NormSize ≥ 256 — so at LLM-typical hidden sizes it is in the noise. The change stands on making the dead-code intent explicit, not on a perf claim. fp64 reference uses two-pass. Reasonable thing to flag, given this PR removed two-pass from the kernel for causing NaN. It is deliberate and now documented in-code: at these magnitudes the cancellation cannot bite in fp64, and keeping a different algorithm in the reference is what makes it an independent oracle — if reference and kernel both used Welford, a shared conceptual error could produce matching wrong answers. Also removed a dead statement in the tests. Independently verified during review
Welford reduction, the |
Correction: the AVX2 reduction was less accurate than scalar. Replaced.An internal review found a blocker that invalidates an accuracy claim I made earlier in this PR. Correcting it directly. B1 — the lane-parallel Welford was ~1000× worse, not betterI previously claimed the AVX2 Welford was more accurate than scalar Welford. That was wrong on large-base/small-spread inputs. Reproduced against an fp64 oracle: Each of the 8 lanes accumulates its own mean over ~N/8 elements in fp32, so the rounding is already baked in before the pairwise merge runs. Merging in double cannot recover it. My earlier measurements simply did not sample this region — which is a fair criticism of the tests as much as the kernel. B2 — replaced with centered two-pass (double first-pass sum)Worth distinguishing from earlier in this PR's history: the formulation that produced NaN was the uncentered Cross-platform bugs I introduced, now fixed
Tests strengthenedThe old precision tests were too weak to catch a 1000× regression — that is how B1 reached review. Added an fp64 parity sweep over base 1e3–1e6, spread 1–1e-3, eps 1e-5/1e-6/1e-12, NormSize 9–4096, plus an explicit B1 regression guard calibrated so the removed Welford (2.49e-01) fails and the current kernel (3.30e-02) passes. Also fixed the sweep's own metric: per-element relative error returns exactly 1.0 whenever a near-zero normalized output rounds to zero, which is routine for LayerNorm. It now uses vector-normalized max error. Staying in draft pending another internal review pass. Apologies for the churn — I would rather correct my own numbers here than have you find them. |
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CI status: the remaining red checks are not from this PRMarking ready for review.
Recap of what this PR is nowThe AVX2 kernel uses a centered two-pass formulation — That replaced a lane-parallel Welford version I had originally proposed. Review found it was not merely imperfect but worse than the scalar baseline for large-base/small-spread inputs (base 1e5, spread 1e-2, N=1024: scalar relative error 2.54e-4 against AVX2 at 0.249), because per-lane means round in fp32 before the merge, and merging in double cannot recover what the lanes already lost. The current form measured both more accurate and ~4.7x faster than the Welford version. Worth stating plainly since it is easy to conflate: this is centered two-pass, not the uncentered Also in response to review: the small- |
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MLAS dispatches LayerNormF32Kernel to a RISC-V RVV kernel where available and otherwise falls back to the scalar implementation in layernorm.cpp. There is no x86-64 kernel, so LayerNormalization and SimplifiedLayerNormalization run scalar on AVX2 hardware. This adds an 8-wide AVX2 + FMA3 two-pass kernel and wires it into the existing AVX2 CPUID dispatch block, alongside the other AVX2 kernels selected there. Numerics are unchanged in shape: the kernel keeps the same two-pass mean/variance formulation as the scalar path rather than switching to a one-pass sum-of-squares form, so accumulation behaviour matches the existing reference. Tail elements beyond the vector width use the scalar path, and Simplified (RMSNorm) mode skips the mean subtraction exactly as the scalar kernel does. Dispatch stays fail-closed: the kernel is only installed inside the existing AVX2 feature check, so hardware without AVX2/FMA3 continues to use the scalar implementation. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
Covers MlasLayerNormF32 across NormSize 1, 7, 8, 15, 16, 127, 128 and 1024, both Simplified (RMSNorm) and full LayerNorm, with and without bias, plus the Mean and InvStdDev outputs. The sizes deliberately span non-multiples of the 8-wide vector so the scalar tail is exercised. Parity is checked against an fp64-accumulated scalar reference. Tolerance is 0.5% relative with a 1e-4 absolute floor, matching the existing CloseEnough convention in test_util.h; the zero-variance case uses a 2e-4 floor because 1/sqrt(var+eps) amplifies rounding there. Worst observed divergence is 0.02% relative at NormSize=1, from FMA contraction. Edge cases: zero variance (all-equal input, which is the division risk in the inverse-stddev computation), denormals, large magnitudes, and NaN/Inf behaviour consistent with the scalar path. The tests also assert reachability. MlasLayerNormF32 reports whether a kernel was installed, so if the AVX2 kernel is not registered in platform.cpp the tests fail rather than silently exercising the scalar fallback. On AVX2 hardware there is no skip path, so a dispatch regression cannot pass unnoticed. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
The Python format / Suggest fixes checks flagged
onnxruntime/test/mlas/unittest/test_layernorm.cpp:336.
Only the test file is reformatted. onnxruntime/core/mlas/** is listed in
.lintrunner.toml's clang-format exclude_patterns ("Contains assembly code"),
so the kernel, mlasi.h and platform.cpp are deliberately left as-is rather
than reformatted against the project's own exclusion.
Rebuilt and re-ran after formatting: 36 tests still pass.
Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
… rows Two corrections to the original proposal, both driven by measurement. 1. Numerics: keep Welford's, do not replace it with two-pass. The first version computed variance as E[x^2] - mean^2. That silently changed the formulation used on x86 today: ComputeJob in layer_norm_impl.cc uses Welford's online algorithm, commented there as numerically stable. Adversarial testing showed the replacement was not merely less precise but wrong: base=1e6, spread=1e-3, N=256 two-pass: NaN Welford: finite base=1e6, spread=1e-3, N=1024 two-pass: NaN Welford: finite base=1e7, spread=1e-2, N=256 two-pass: 100% error Welford: finite base=1e7, spread=1e-2, N=1024 two-pass: 100% error Welford: finite When mean is ~1e6 both terms of E[x^2] - mean^2 are ~1e12 and the subtraction consumes every significant fp32 digit. The reduction now uses Welford's with 8 parallel AVX2 accumulators combined by the standard pairwise merge, so the formulation matches the scalar baseline. Measured against an fp64 reference it is in fact more accurate than scalar Welford at every size tested (e.g. N=4096: 5.51e-07 vs 2.30e-05), because the parallel accumulators shorten each dependent chain. RMSNorm keeps sum-of-squares: with no mean subtraction there is no cancellation to avoid. Welford's per-element division costs roughly 2.5-3x against the two-pass form, so the full-LayerNorm speedup drops from ~20x to 5-7x. That is the right trade: the earlier figure was mostly the removed division, not vectorization. 2. Dispatch: fall back to scalar below NormSize 8. Measured on AMD EPYC 9V74 (AVX2/FMA, no AVX-512), the kernel regressed 3-22% for NormSize 1-7 and reached parity at 8, where a single 256-bit iteration first executes. Below that the kernel is scalar tail plus setup overhead, so MlasLayerNormF32 now declines and the caller keeps its existing path. Tests assert the dispatch contract on both sides: for NormSize >= 8 the kernel must run, and for NormSize < 8 it must decline, so neither a silent fallback nor an accidental re-enable for tiny rows can pass unnoticed. 40 tests pass, including the catastrophic-cancellation cases above, which assert finiteness and exact parity with scalar Welford. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
Review feedback. In Simplified (RMSNorm) mode the running sum feeds only the optional Mean output - the normalization pass never subtracts the mean - so when MeanOut is null the accumulation and its horizontal reduction are dead work. The check is per row, outside the inner vector loop: a branch inside the loop could cost more than the single vaddps it saves, and a template split seemed too invasive for this. Measured on AMD EPYC 9V74 over 500k iterations: 5-9% for NormSize 8-64, and under 1% for NormSize >= 256. The initial estimate of ~15% was overstated, and at LLM-typical hidden sizes the saving is in the noise, so this change stands on making the dead-code intent explicit rather than on a performance claim. The Welford reduction, its pairwise merge, the NormSize < 8 decline contract and the full LayerNorm path are all untouched. Also documents why the fp64 test reference deliberately keeps the two-pass formulation that was removed from the fp32 kernel: at these magnitudes the cancellation cannot bite in fp64, and keeping a different algorithm in the reference is what makes it an independent oracle. If reference and kernel both used Welford, a shared conceptual error could produce matching wrong answers. 40 tests pass. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
…orm test gating
Review found the AVX2 reduction was substantially LESS accurate than scalar,
not more. Correcting a claim made earlier in this PR.
B1. The lane-parallel Welford merge loses accuracy on large-base/small-spread
inputs. Reproduced against an fp64 oracle:
base=1e5, spread=1e-2, N=4096
scalar Welford rel err 3.35e-05
AVX2 Welford rel err 2.71e-01 ~8000x worse
Each of the 8 lanes accumulates its own mean over ~N/8 elements in fp32, so
rounding is already baked in before the pairwise merge runs; merging in double
cannot recover it.
B2. Replaced with a centered two-pass reduction - mean = sum/n, then
sum((x - mean)^2) - with the first-pass sum accumulated in double. Measured
against the fp64 oracle:
scalar Welford 5.03e-02 1.0x
AVX2 Welford (removed) 2.82e-01 8.1x
centered two-pass, fp32 sum 1.00e+00 ~15x
centered two-pass, double sum 5.95e-03 14.3x
Worth distinguishing from the earlier revision of this PR: the formulation
that produced NaN was the *uncentered* Var = E[x^2] - mean^2, which cancels
catastrophically. Subtracting the mean before squaring removes that, so
centered two-pass is both more accurate than scalar Welford here and faster,
since it avoids the per-element division in Welford's inner loop. The fp32-sum
variant is not viable; double accumulation on the first pass is required.
N2. The NormSize < 8 gate had been added to shared dispatch, which also
disabled the pre-existing RISC-V RVV kernel for short rows. It is now scoped
to x86 only, so RVV behaves exactly as it did before this PR.
N4. Added MSVC /arch:AVX2 for the kernel source, which sits outside the
globbed AVX2 source list.
Test fixes:
B3. The tests asserted AVX2 dispatch unconditionally, which would fail on
every non-AVX2 platform in CI. Dispatch is now capability-gated with a skip,
while the reachability assertion is retained where a kernel exists, so a
silent fallback still fails.
B4. Zero-variance expectations assumed Welford semantics and conflicted with
the RVV kernel's E[x^2] - mean^2 formulation. The assertions now accept both
while still checking finiteness.
N5/N6. Added an fp64 parity sweep over base 1e3-1e6, spread 1-1e-3, eps
1e-5/1e-6/1e-12 and NormSize 9-4096, plus an explicit B1 regression guard. The
previous precision tests were too weak to catch a 1000x regression, which is
how B1 reached review. The guard is calibrated so the removed Welford
(2.49e-01) fails and the current kernel (3.30e-02) passes.
Also fixed the sweep's own error metric: per-element relative error returns
exactly 1.0 whenever a near-zero normalized output rounds to zero, which is
routine for LayerNorm. It now uses a vector-normalized max error.
41 tests pass.
Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
Follow-up to an independent re-review. The fp64 parity sweep threshold was 2.5e-2 against a worst observed error of 2.23e-2 - only 12% headroom, thin enough that a different CPU, compiler version or FMA contraction decision could turn CI red for a kernel that is actually fine. Widened to 3e-2, giving 35% headroom. The B1 guard still bites at that tolerance: the removed lane-parallel Welford measured 2.49e-1, which is 8x above the threshold. The adversarial precision report was marked DISABLED and failed if enabled, which is a trap for whoever enables it later and assumes a real regression. The cause was a scenario using values near FLT_MAX, where sum(x^2) overflows in fp32 regardless of the algorithm - an unreasonable input rather than a kernel defect - so that scenario is now excluded and the reason documented. Catastrophic-cancellation scenarios are tracked separately with a 10% gate (measured 8.4e-2) while ordinary scenarios keep 0.5%, and the test is enabled. Also corrected stale "Welford" labels in test names; the reduction is centered two-pass now, and given this PR's history a misleading label costs a reviewer real time. 42 tests pass, and 43 with --gtest_also_run_disabled_tests. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
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The test hardcoded kAvx2DispatchThreshold = 8 and applied it whenever HasLayerNormKernel() returned true, regardless of architecture. RISC-V RVV dispatches for NormSize < 8, so the test would fail there. Changes: - Rename kAvx2DispatchThreshold → kKernelDispatchThreshold and make it architecture-specific via #if (8 on AMD64/IX86, 1 elsewhere), mirroring the production gate in layernorm.cpp. - CatastrophicCancellationPasses: add scenarios with condition < 1e7 so the accuracy body is actually exercised (both prior scenarios had condition = 1e9, making the accuracy check unreachable). - AdversarialPrecisionReport: mark DISABLED_ to match its comment; it is a measurement tool, not a correctness gate. - Benchmark: remove N=7 (below x86 threshold, times the fallback). - Denormals/LargeMagnitudes: clarify these are finiteness-only checks. - MlasLayerNormF32 doc: describe the x86 dispatch threshold. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
- Rewrite three comments that described Welford's algorithm to accurately
describe the centered two-pass approach (double-precision mean, fp32
variance pass).
- Rename scenario names that referenced obsolete 'two-pass=NaN' behavior.
- Update inline comment to clarify improvement is over uncentered E[x^2]-mean^2,
not centered two-pass.
- Add cross-reference comments between production dispatch threshold
(layernorm.cpp) and test constant (kKernelDispatchThreshold).
- Make benchmark comment architecture-neutral ('SIMD kernel' not 'AVX2 kernel').
Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
Update the ReferenceLayerNorm oracle comment block (lines 58-85) to reflect the kernel's actual algorithm: centered two-pass with double- precision first-pass sum, not Welford. The reference uses the uncentered E[x²] - mean² formula in fp64 and that independent-oracle argument is preserved. Also fix ScalarFp32Baseline comment that incorrectly claimed it matches layer_norm_impl.cc — the kernel has moved to centered two-pass. Comments only; no code changes. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
The five precision test suites (RealisticLLMPrecision, LargeNBenignPrecision, HighDynamicRangePrecision, CatastrophicCancellationPasses, Fp64ParitySweep) and the DISABLED_AdversarialPrecisionReport assert properties specific to the centered two-pass algorithm (double-precision mean, fp32 variance pass). On RISC-V the RVV kernel uses a different algorithm, so HasLayerNormKernel() alone is insufficient — it returns true on RISC-V but the assertions fail. Add HasCenteredTwoPassKernel() predicate guarded with the same #if defined(MLAS_TARGET_AMD64) || defined(MLAS_TARGET_IX86) as the production NormSize < 8 gate and kKernelDispatchThreshold, maintaining cross-reference discipline. Also fix mlas.h wording: s/AMD64\/IX86/x86-64/ for public API accuracy. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
The dispatch contract applies to both 32-bit and 64-bit x86 targets (MLAS_TARGET_AMD64 || MLAS_TARGET_IX86), not just x86-64. Update all comments in mlas.h, layernorm_kernel_avx2.cpp, and test_layernorm.cpp to say 'x86 (32-bit and 64-bit)' or 'x86' as appropriate. Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
…nOut for RMSNorm benchmark B1: The PR body claimed scalar relative error 2.54e-4 vs AVX2 Welford 0.249 for a deleted implementation nobody can reproduce. Replace with independently measured, reproducible figures using the committed generator and metric (vector-normalised max error): base=1e5, spread=1e-2, N=1024, eps=1e-6: scalar Welford fp32: 0.9357 AVX2 centered two-pass: 0.03298 (28.4x better) B2: Benchmark passed non-null MeanOut for simplified (RMSNorm) mode, charging the kernel for computing a mean that production never requests. Now passes nullptr when simplified, matching production. RMSNorm speedups increased ~15-30% at larger NormSizes (e.g. N=1024: 3.43x -> 4.44x, N=4096: 3.18x -> 4.09x). Also: - Assert benchmark dispatched SIMD kernel (not silent fallback) - Assert sweep generated >0 cases (guards against vacuous coverage) - Fix 'avx2_welford' label -> 'avx2_centered' in precision output - Fix stale SCENARIO 3 comment describing the uncentered E[x^2]-mean^2 formula instead of the kernel's centered two-pass algorithm - Add division-vs-multiply disclosure: scalar Welford's per-element div in mean accumulation vs kernel's single div after double sum - Document effective sweep range: 6 of 16 (base,spread) pairs pass the cond<1e6 gate, yielding 180 cases - B1 regression check now prints both scalar and kernel error for direct comparison Co-authored-by: Copilot <223556219+Copilot@users.noreply.github.com>
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Review — PR #31973: Add AVX2 LayerNorm/RMSNorm kernel for x86-64 (MLAS) Scope (7 files, 13 commits)
The dispatch and kernel construction are correct I traced the CPUID gate: the AVX2 branch in platform.cpp line 477 checks The dispatch site in layernorm.cpp is 6 lines. After this PR it consults The caller contract still holds layer_norm_impl.cc line 48 already handles a The Windows CMake edit is not redundant I initially thought Algorithmic change vs. scalar Welford — worth calling out explicitly This isn't a bit-identical drop-in replacement. The scalar path in layer_norm_impl.cc uses Welford's online algorithm; this kernel uses centered two-pass with a double-precision first-pass sum. The author has walked through this in-thread and settled on the current form after two rejected variants (uncentered
The fp64 parity sweep in the test file exercises 180 cases from Users depending on bitwise LayerNorm equivalence between Kernel body — line-by-line spot checks I read the 260-line kernel and checked the following:
I did NOT find any of the classic AVX intrinsic pitfalls: no Comments / follow-ups
Non-issues I verified
Recommendation Approve. The kernel is correct, correctly scoped to x86, correctly gated on CPUID (AVX2+FMA3), doesn't touch non-x86 dispatch, and comes with the strongest precision-testing suite I've seen on a LayerNorm PR to ORT. The centered two-pass algorithm is a genuine numerical improvement over the scalar Welford it replaces — up to ~30× more accurate at the large-mean/small-spread condition — and the author's development history (three algorithm iterations, each caught by adversarial testing) is exactly the sequence a reviewer wants to see: the final form is not the first thing that came to mind. Merge commit message should note that this changes the LayerNorm numerical formulation on x86 from Welford to centered two-pass, so anyone reproducing outputs bit-for-bit against a pre-PR build will see small differences. Not a compat break, but worth surfacing. Two follow-up items worth filing separately: (1) consolidate |
Compile and dispatch the AVX2/FMA3 LayerNorm kernel on 32-bit x86, matching the existing x86 API and test contract. Co-authored-by: Copilot App <223556219+Copilot@users.noreply.github.com>
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Pull request overview
Adds AVX2/FMA LayerNorm and RMSNorm acceleration to MLAS on x86.
Changes:
- Implements centered two-pass LayerNorm and vectorized RMSNorm kernels.
- Adds runtime feature dispatch and short-row fallback.
- Expands correctness, precision, edge-case, and benchmark coverage.
Reviewed changes
Copilot reviewed 7 out of 7 changed files in this pull request and generated 2 comments.
Show a summary per file
| File | Description |
|---|---|
onnxruntime/test/mlas/unittest/test_layernorm.cpp |
Adds extensive kernel tests and benchmarks. |
onnxruntime/core/mlas/lib/platform.cpp |
Registers kernels on AVX2/FMA-capable x86 CPUs. |
onnxruntime/core/mlas/lib/mlasi.h |
Declares the AVX2 kernel. |
onnxruntime/core/mlas/lib/layernorm.cpp |
Adds the x86 short-row dispatch gate. |
onnxruntime/core/mlas/lib/layernorm_kernel_avx2.cpp |
Implements AVX2 LayerNorm and RMSNorm. |
onnxruntime/core/mlas/inc/mlas.h |
Documents the dispatch contract. |
cmake/onnxruntime_mlas.cmake |
Compiles the kernel with AVX2/FMA flags. |
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Keep small RMSNorm rows on the scalar path and document the bounded fp64 reference used by functional tests. Co-authored-by: Copilot App <223556219+Copilot@users.noreply.github.com>
Mark the architecture-independent dispatch parameter used in the non-x86 branch so ARM64 warning-as-error builds compile. Co-authored-by: Copilot App <223556219+Copilot@users.noreply.github.com>
Tianlei Wu (tianleiwu)
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Reviewed the current head. The AVX2/FMA3 kernel, feature dispatch, x86-specific short-row fallback, and cross-platform build integration look sound, and the prior review threads are resolved. I found three non-blocking test/comment maintenance items, included inline.
Co-authored-by: Copilot App <223556219+Copilot@users.noreply.github.com>
Summary
Adds an AVX2/FMA MLAS kernel for LayerNorm and RMSNorm on x86. LayerNorm uses a centered two-pass algorithm with an fp64 mean accumulator, improving accuracy over the existing scalar fp32 Welford path for poorly conditioned inputs. Short rows retain the scalar fallback, and existing non-x86 kernels are unchanged.
Performance
On an AMD EPYC 9V74, the corrected microbenchmark (whose scalar baseline mirrors production's per-output division) measured approximately these median speedups:
These are per-row microbenchmarks; the committed benchmark verifies that the AVX2 kernel is dispatched.
Validation
/arch:AVX2