On-the-fly generator of space-group irreducible representations
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Updated
Dec 15, 2025 - Python
On-the-fly generator of space-group irreducible representations
Tools for exploiting Morphological Symmetries in robotics
Isomorphisms of quiver representations applied to neural networks.
many powerful tools for studying irreducible representations of SU(n), including making animations of hadron flavor-state multiplets
Computes representation matrices for Lie groups
Compute the knowledge matrices associated to a neural network.
Very simple version of the code used for the experiments in the paper Hidden Activations Are Not Enough: A General Approach to Neural Networks Predictions.
Drafts of textbooks. One on the math inspired by supersymmetric field theories. One on low dimensional (below 3+1) integrable physics.
AIDN is a deep learning algorithm to represent any finitely-presented algebraic object with a set of deep neural networks.
Search for non-trivial elements of the kernel of the Burau representation of the four-strand braid group.
A Python-based Rubik's Cube simulator and visualizer using matrix algebra for efficient representation, manipulation, and visualization of the cube's state. Includes a group theory approach to cube operations and a proof-of-concept visualization module using Matplotlib.
Linear-time sequence modeling that replaces attention's O(n²d) complexity with O(nd) summation-based aggregation. Demonstrates constraint-driven emergence: how functional representations can develop from optimization pressure and architectural constraints alone, without explicit pairwise interactions.
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