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Gleb Pogudin (pogudingleb)

pogudingleb

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Home Page:http://www.lix.polytechnique.fr/Labo/Gleb.POGUDIN/

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Gleb Pogudin's starred repositories

sage

Main repository of SageMath

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Documenter.jl

A documentation generator for Julia.

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texmacs

Source Code of GNU TeXmacs, Developers Guide ==>

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M2

The primary source code repository for Macaulay2, a system for computing in commutative algebra, algebraic geometry and related fields.

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Singular

sources for the Singular computer algebra system

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AbstractAlgebra.jl

Generic abstract algebra functionality in pure Julia (no C dependencies)

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msolve

Library for Polynomial System Solving through Algebraic Methods

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linbox

LinBox - C++ library for exact, high-performance linear algebra

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rom-operator-inference-Python3

Operator Inference for data-driven, non-intrusive model reduction of dynamical systems.

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Groebner.jl

Groebner bases in (almost) pure Julia

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MomentClosure.jl

Tools to generate and study moment equations for any chemical reaction network using various moment closure approximations

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SIAN-Julia

Implementation of SIAN in Julia

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Singular.jl

Julia package for the Singular library

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Arblib.jl

Thin, efficient wrapper around Arb library (http://arblib.org/)

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BaryRational.jl

Barycentric rational approximation and interpolation in one dimension.

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horaires-ratp-sdk

RATP SDK - Retrieve schedules for any given RER (train), Metro, or Tramway stop in real time

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julia-downgrade-compat-action

GitHub action to downgrade compat entries before testing

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AlgebraicSolving.jl

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JuliaPackages.jl

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ToricVarieties_project

Compute sheaf cohomology of coherent sheaves on toric varieties

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QBee

Quadratization of differential equations

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dd_functions

Sage implementation for DD-finite functions

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ObservabilityTest

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Lie-Symmetries

A MATLAB code for symmetries search in biologic models using Lie algebra techniques.

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Ccluster.jl

Julia wrapper for Ccluster

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StrikeGoldd

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Local-Global-Models

Models for analysing the global/local properties

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polykit

Polylogarithm computational toolkit

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ParamPunPam.jl

Poudre de perlimpinpin

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Quadratization-of-ODEs

Research project on how a system of ODEs can be quadratized using Laurent monomials as substitution variables

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