Main development repository for GAP - Groups, Algorithms, Programming, a System for Computational Discrete Algebra
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Updated
Aug 29, 2026 - GAP
Main development repository for GAP - Groups, Algorithms, Programming, a System for Computational Discrete Algebra
Tools for exploiting Morphological Symmetries in robotics
On-the-fly generator of space-group irreducible representations
Official PyTorch implementation of Bispectral Neural Networks, ICLR 2023
Software for computations with tensor categories
Isomorphisms of quiver representations applied to neural networks.
Interactive exploration of equivariant neural networks on homogeneous spaces, with a focus on the sphere S² as SO(3)/SO(2). From Lecture 8 of the Lie groups course with Quantum Formalism
many powerful tools for studying irreducible representations of SU(n), including making animations of hadron flavor-state multiplets
A computer algebra system in Smalltalk
Decompose representations of finite groups into irreducibles
Geometric algebra crate for Rust
MLOne Powered by AIEdX. Machine Learning Course for Everyone. Tier1 Basic
AIDN is a deep learning algorithm to represent any finitely-presented algebraic object with a set of deep neural networks.
Notes for the lecture course “Foundations in Representation Theory”.
Code to run the experiments of the Neurips 2022 paper On the Symmetries of Deep Learning Models and their Internal Representations.
Computes representation matrices for Lie groups
Mathematically sound structures and fast algorithms for things around representation theory, especially algebraic Lie theory and accompanying combinatorics.
A research-oriented multiplayer battle game where you train AI agents to compete in a zombie-infested arena!
SageMath code for moduli space invariants
In this project, we attempt to reformulate various notions from classical commutative algebra (such as flatness, regularity, smoothness, etc.) in an entirely categorical manner, so as to be able to later write down their analogues in derived algebraic geometry without having to develop extra theory. We will also be presenting certain application…
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