jmichel7 Goto Github PK
Name: Jean Michel
Type: User
Company: Université Paris Diderot
Bio: Director of research emeritus CNRS
Location: Paris
Name: Jean Michel
Type: User
Company: Université Paris Diderot
Bio: Director of research emeritus CNRS
Location: Paris
Periodic permutations, Affine Weyl group of type A and corresponding dual braid monoid.
Port to Julia of the Gap3 package Chevie
Combinatorics and number theory (mostly inspired by GAP3)
cyclotomic numbers (sums of root of unity with rational coefficients)
Product of cyclotomic polynomials
Finite fields, elements of finite fields and modular numbers
Finite posets.
gap3-jm distribution
This package has been renamed Chevie.jl
Linear algebra on an arbitrary field or ring
Group presentations
Univariate (Laurent) polynomials and rational fractions
Integral matrices: Hermite, Smith normal forms and lattice functions
Elements of free modules
Groups, Permutations and Permutation groups
Prime numbers in Julia
Multivariate (Puiseux) polynomials and rational fractions
Maria Chlouveraki's programs for Rouquier blocks of cyclotomic Hecke algebras
Signed permutations
Automatically compose packages
Computes the fundamental group of the complement of a curve in the 2-dimensional complex space
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Open source projects and samples from Microsoft.
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Data-Driven Documents codes.
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