Nemo.jl
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Nemocas
Julia bindings for various mathematical libraries (including flint2)
Currently `u = canonical_unit(r); r = mul!(r, r, u)` does not work generically, since for polynomials the canonical unit is an element of the base ring. We can either 1)...
We currently use Flint for evaluation of fmpz/fmpq/nmod_mpoly's at arrays of Integers and elements of the coefficient ring. Flint also supports evaluation at univariates and elements of the multivariate ring...
Can anyone advise how to do series expansion to a product of confluent hypergeometric functions 1F1(a, b, x)*1F1(c, d, x) using Nemo? Thanks.
In the Generic tests in Nemo there is a note at the bottom of Matrix-tests.jl that some delayed_reduction is not tested, as we currently have no rings that support delayed...
In the Matrix and Poly modules, we read coeffs/entries, do an accumulation then write the accumulated result (this hack is a hack we introduced some time ago). This would all...
The adhoc.jl file provides versions of the generic functionality in AbstractAlgebra that takes fmpz's and fmpq's as arguments instead of Julia BigInts or Ints. They are in Nemo because they...
Currently the following happens. ```julia julia> using Nemo Welcome to Nemo version 0.10.3 Nemo comes with absolutely no warranty whatsoever julia> r = Nemo.ResidueRing( Nemo.ZZ, 6 ); julia> m =...
The following is a list of modules and other major components that remain to be implemented for Nemo. ## GF(p) - [X] GF(p) using nmod - [ ] GF(p) using...
Given polynomials f and g, their polynomial remainder sequence is said to be normal if all the differences of degree are 1. For polynomials f and g whose prs is...
Polynomials can be units in more cases than currently being tested, over a non-integral domain.