Geometric Algebra Library
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Updated
Nov 30, 2019 - C++
Geometric Algebra Library
General-Purpose Computer Algebra System as an EDSL in Haskell
An introduction to the basic ideas of commutative algebra
A computer algebra system in Smalltalk
Quadratization of differential equations
Abstract algebra library for Python (Work in progress)
SageMath Software Carpentry Lesson
Programming with GAP
all codes of my PhD.
A geometric algebra library written in C#.
Python code with the functionality to check whether path algebras derived from linear quivers (subject or not to relations) are fractional Calabi-Yau.
Educational platform for computational algebra and coding theory, featuring interactive problem solving, algorithm visualization, and bilingual support (EN/RO).
Library of optimized algorithmic solutions and mathematical implementations, covering discrete data structures, graph algorithms, and algebraic computation.
A concise computational framework implementing finite-dimensional C*-algebraic models of quantum graphs, used to construct explicit examples, verify higher-order regularity conditions, and compute spectral properties supporting the results of the associated research article.
Computational Algebra algorithms implemented using Maple.
Computational Smooth Infinitesimal Analysis. Companion paper of [smooth](https://github.com/konn/smooth).
DecomposingGroupRepresentations.jl is a Julia package that provides an API for decomposing representations of reductive groups acting on multivariate polynomials.
C++ tool for linear code analysis using Gröbner bases. Computes leader codewords, tests code equivalence, and analyzes automorphism groups based on recent coding theory research.
Computational algebra practice code in Python: finite fields (Fp/Fq), polynomial arithmetic, fast multiplication/division (Karatsuba/FFT), and Cantor–Zassenhaus factorization.
Python implementation of computational algebra algorithms, focusing on Finite Fields ($F_p, F_q$) and polynomial factorization. Final project for Computational Algebra.
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