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Use norm instead of abs in generic lu factorization #34575
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This makes sense, but the fact that it broke |
Bump. |
mbauman
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* origin/master: (833 commits) Improve typesubtract for tuples (#35600) Make searchsorted*/findnext/findprev return values of keytype (#32978) fix buggy rand(RandomDevice(), Bool) (#35590) remove `Ref` allocation on task switch (#35606) Revert "partr: fix multiqueue resorting stability" (#35589) exclude types with free variables from `type_morespecific` (#35555) fix small typo in NEWS.md (#35611) enable inline allocation of structs with pointers (#34126) SparseArrays: Speed up right-division by diagonal matrices (#35533) Allow hashing 1D OffsetArrays NEWS item for introspection macros (#35594) Special case empty covec-diagonal-vec product (#35557) [GCChecker] fix a few tests by looking through casts Use norm instead of abs in generic lu factorization (#34575) [GCChecker,NFC] run clang-format -style=llvm [GCChecker] fix tests and add Makefile Add introspection macros support for dot syntax (#35522) Specialize `union` for `OneTo` (#35577) add pop!(vector, idx, [default]) (#35513) bump Pkg version (#35584) ...
andreasnoack
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This reverts commit ecc0c43.
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simeonschaub
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…g#34575)" (JuliaLang#36096) This reverts commit ecc0c43.
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Use norm instead of abs in generic lu factorization as discussed in JuliaLang/LinearAlgebra.jl#693. The factorisation then works also with tensors represented by matrices with elements which are matrix like.