olexandr-konovalov / gnu
Crowdsourcing project for the database of numbers of isomorphism types of finite groups
☆11Updated last year
Alternatives and similar repositories for gnu:
Users that are interested in gnu are comparing it to the libraries listed below
- Native Jupyter kernel for GAP☆19Updated 2 months ago
- Basic package manager for GAP☆12Updated this week
- C++ library for semigroups and monoids☆45Updated this week
- Python code for computation and experimentation with cut-generating functions, in particular the Gomory-Johnson infinite group problem. B…☆12Updated 2 months ago
- The GAP package Semigroups☆24Updated 2 weeks ago
- Jupyter wrapper kernel for singular☆10Updated 8 months ago
- Jupyter kernels for GAP☆12Updated 7 years ago
- Normaliz is an open source tool for computations in affine monoids, vector configurations, lattice polytopes, and rational cones.☆45Updated last week
- Embed code, results of computations, and plots from the Sage mathematics software suite (https://www.sagemath.org) into LaTeX documents. …☆61Updated last year
- Repository for raising issues and requesting help on Ubermag☆11Updated last year
- A Binder repo for SageMath computing environment☆27Updated this week
- A visual graph editor widget for SageMath☆8Updated 2 years ago
- Source for https://www.sagemath.org/library-publications.html; submit Issues/PRs here to add/update citations of documents citing Sage☆25Updated 3 months ago
- ☆30Updated last week
- Python interface to GAP☆15Updated 9 months ago
- GAP package guava - computations relative to error-correcting codes☆15Updated last month
- ☆9Updated 3 months ago
- Free group automorphisms and train-track representative in python/sage☆10Updated 7 months ago
- Fast combinatorics in C++ using SSE/AVX instruction sets☆15Updated this week
- Jupyter notebooks and documentation for SageManifolds☆51Updated 2 months ago
- An Interactive Discrete Mathematics Framework for GAP☆9Updated 2 months ago
- O-3PO - Open-source Open-access Overlay Publishing Option☆10Updated 2 months ago
- LiDIA --- A library for computational number theory, developed 1994-2004 by Johannes Buchmann's group at TU Darmstadt, relicensed to GPL …☆28Updated 5 years ago
- An OpenMath 2.0 implementation in Python☆15Updated 4 years ago
- Jupyter kernel for PARI/GP. Source repository for https://pypi.org/project/pari-jupyter/☆11Updated 6 months ago
- Deposited packages of the homalg project☆13Updated 2 months ago
- a Sparse Direct Solver modulo p☆25Updated 4 months ago
- Main repository for sharing files and documents about OpenDreamKit☆91Updated 4 years ago
- CAP project -- Categories, Algorithms, and Programming☆25Updated last week
- A short introduction to SageMath☆17Updated 2 months ago