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Only @noinline error path in matmul_size_check
#1310
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Codecov ReportAll modified and coverable lines are covered by tests ✅
Additional details and impacted files@@ Coverage Diff @@
## master #1310 +/- ##
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- Coverage 93.73% 93.72% -0.02%
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dkarrasch
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Apr 26, 2025
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If it helps, why not.
jishnub
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May 12, 2025
Instead of `@noinline` on the entire size-check function, we now separate the error-throwing part into a separate function and mark it as `@noinline`. This way, the size check may still be evaluated inline, and only the error path will not be inlined. This improves performance for small matmul. ```julia julia> A = [1 2; 3 4]; julia> @Btime $A * $A; 53.361 ns (2 allocations: 112 bytes) # v"1.13.0-DEV.438" 47.504 ns (2 allocations: 112 bytes) # this PR ``` (cherry picked from commit e4e8c19)
jishnub
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May 26, 2025
Backported PRs: - [x] #1209 <!-- Remove `LinearAlgebra` qualifications in `cholesky.jl` --> - [x] #1230 <!-- Avoid materializing `diag` in `Diagonal` `kron` --> - [x] #1240 <!-- Reduce `stable_muladdmul` branches in `generic matvecmul!` --> - [x] #1247 <!-- fix dispatch to herk --> - [x] #1255 <!-- use smaller matrix size in `peakflops` on 32-bit --> - [x] #1310 <!-- Only `@noinline` error path in `matmul_size_check` --> - [x] #1267 <!-- Refine column ranges in `_isbanded_impl` --> - [x] #1320 <!-- Copy matrices in `triu`/`tril` if no zero exists for the `eltype` --> - [x] #1324 <!-- Fix empty `Tridiagonal` broadcast --> - [x] #1327 <!-- `iszero` check in hessenberg setindex --> - [x] #1326 <!-- Fix multiplication with empty `HessenbergQ` --> - [x] #1332 <!-- Unwrap triangular matrices in broadcast --> - [x] #1337 <!-- Change `1:size` to `axes` in bidiag mul --> - [x] #1342 <!-- `Char` uplo in `Bidiagonal` constructor --> - [x] #1344 <!-- Update the docstring of ldiv! --> - [x] #1335 <!-- Test: prune old LA based on ENV variable --> - [x] #1346 <!-- Fix scaling unit triangular matrices --> - [x] #1355 <!-- Add compat notice for `diagview` --> - [x] #1349 <!-- Prune `LinearAlgebra` module in ambiguity test --> Contains multiple commits, manual intervention needed: - [x] #1238 <!-- Ensure positive-definite matrix in lapack posv test --> - [x] #1298 <!-- Add `diagm` example --> - [x] #1312 <!-- WIP: Try use method deletion instead of custom sysimage --> - [x] #1333 <!-- Make `fillstored!` public --> - [x] #1331 <!-- Document SingularException throw for inv(::AbstractMatrix) --> - [x] #1350 <!-- Fix copy for partly initialized unit triangular --> Non-merged PRs with backport label: - [x] #1352 <!-- log for dense diagonal matrix with negative elements --> - [ ] #1305 <!-- Bounds-checking in triangular indexing branches --> --------- Co-authored-by: Mateus Araújo <[email protected]> Co-authored-by: Jeff Bezanson <[email protected]> Co-authored-by: Steven G. Johnson <[email protected]> Co-authored-by: WalterMadelim <[email protected]> Co-authored-by: Kristoffer Carlsson <[email protected]> Co-authored-by: Daniel Karrasch <[email protected]> Co-authored-by: Michael Abbott <[email protected]>
ViralBShah
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Jun 2, 2025
This PR adds a size check in the 2-argument `mul`, so that now the destination array is allocated only if the sizes of the arguments are compatible with matrix multiplication. This means that we don't allocate in case of an error anymore. The performance for small-matrix multiplication seems largely similar (it's comparable to #1310, and seems identical within the noise limit): ```julia julia> A = [1 2; 3 4]; julia> @Btime $A * $A; 42.304 ns (2 allocations: 112 bytes) # before this PR 44.203 ns (2 allocations: 112 bytes) # this PR ``` We also redirect the generic `mul` to `_mul` now, which is the function that defines the multiplication code. This allows us to reuse the `_mul` definition elsewhere without having to repeat code. Currently, this is mainly necessary in the `Bidiagonal`-triangular multiplications.
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Instead of
@noinlineon the entire size-check function, we now separate the error-throwing part into a separate function and mark it as@noinline. This way, the size check may still be evaluated inline, and only the error path will not be inlined.This improves performance for small matmul.