Computational Smooth Infinitesimal Analysis. Companion paper of [smooth](https://github.com/konn/smooth).
-
Updated
Jul 3, 2021 - TeX
Computer (symbolic) algebra systems and libraries are used for manipulations with symbolic mathematical expressions.
Usually, those libraries are capable of some calculus operations (differentiation, integration, finding the limit, etc.) and numeric manipulations.
The idea is to avoid floating number operations by computing the exact result instead.
Computational Smooth Infinitesimal Analysis. Companion paper of [smooth](https://github.com/konn/smooth).
Course work in discipline "Computer Algebra"(2 course, 2016 year)
A Python script to compute cohomology of irreducible homogeneous vector bundles on rational homogeneous varieties.
SageMath implementation of an algorithm to calculate exactly Kronecker's canonical form.
Classical logic truth table magma algebra
Python binding to Donuts: 🍩 × 🐍
A small standard library for luajit
A Python package for communicating with FORM.
Library for symbolic computation in C++11
symengine_example is a Python application to show the ability (and the limitation) of symengine.py for realistic problem.
Finite-dimensional Lie algebra package for SymPy
Example repository for the Symja Eclipse plugin:
Fast parallel calculations in pure mathematics, e.g. Gröbner Bases
Generic orbit and graph search algorithms in Clojure.
A SageMath interface for M4GB.
GAP package that computes the cohomology rings of finite p-groups, induced maps, and Massey products
A computer analysis system (cf. computer algebra)
A simple computer algebra system, implemented in groovy