Implementations of polynomial manipulation functions polyval(), polyint(), and poly() #479
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JeffBezanson
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Implementations of polynomial manipulation functions polyval(), polyint(), and poly()
StefanKarpinski
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cmcaine
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* issue JuliaLang#479 adding julia docs examples * Fix formatting Co-authored-by: Sascha Mann <git@mail.saschamann.eu>
Keno
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This was quite annoying to track down. The issue here was that `replace_ssa!` modifies the passed expression, but it is possible for there to be multiple references to the same copy of an expression in `stmts`, so the replacement would be accidentally applied twice generating wrong code.
Keno
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fix #479: buggy handling of ccall
ViralBShah
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Stdlib: SparseArrays URL: https://github.com/JuliaSparse/SparseArrays.jl.git Stdlib branch: main Julia branch: master Old commit: f154de2 New commit: feb54ee Julia version: 1.11.0-DEV SparseArrays version: 1.11.0 Bump invoked by: @giordano Powered by: [BumpStdlibs.jl](https://github.com/JuliaLang/BumpStdlibs.jl) Diff: JuliaSparse/SparseArrays.jl@f154de2...feb54ee ``` $ git log --oneline f154de2..feb54ee feb54ee fix typo ("ArguementError") (#479) 8308232 Extend sparse kron to adjortrans of dense matrices (#474) 951837f Simplify calling Aqua (#473) ``` Co-authored-by: Dilum Aluthge <dilum@aluthge.com> Co-authored-by: Viral B. Shah <ViralBShah@users.noreply.github.com>
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These three functions are all used to compute arbitrary Adams-Bashforth coefficients for the multistep ODE solver. They approximate the MATLAB functions of the same names.