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Cover learning with geometric optimization

Python 2 Updated Feb 26, 2025

Fast union-find in Python with Numba

Python 3 Updated Feb 28, 2025

Computations and statistics on manifolds with geometric structures.

Python 1,350 261 Updated Feb 28, 2025

Computational and Applied Topology List

JavaScript 21 7 Updated Jan 26, 2025
C++ 4 5 Updated Dec 6, 2024
C++ 8 4 Updated May 8, 2025

Dimensionality Reduction with Eilenberg-MacLane Coordinates

Python 40 14 Updated Apr 15, 2025

The simplest, fastest repository for training/finetuning medium-sized GPTs.

Python 41,280 6,838 Updated Dec 9, 2024

A fast multi-core implementation of HDBSCAN for low dimensional Euclidean spaces

Python 112 11 Updated May 13, 2025
GAP 9 9 Updated Nov 13, 2024

density-based clustering for exploratory data analysis based on multi-parameter persistence

Python 38 2 Updated Mar 18, 2025

Uber trip data from a freedom of information request to NYC's Taxi & Limousine Commission

719 378 Updated May 8, 2022
C++ 1 Updated Nov 25, 2022

Algorithmically create or extend categorical colour palettes

Python 217 7 Updated May 16, 2025

Implementation and computational examples of [Approximate and discrete Euclidean vector bundles. Scoccola, Perea].

Jupyter Notebook 9 Updated Jun 28, 2022

Ripser: efficient computation of Vietoris–Rips persistence barcodes

C++ 331 82 Updated Mar 5, 2024

A module for Python to perform similarity searches in a metric space

Python 2 Updated Jan 25, 2021

Computing ER-staircode in python

Python 5 Updated Jul 6, 2023
Jupyter Notebook 3 Updated Jul 3, 2024

RIVET is a tool for Topological Data Analysis, in particular two-parameter persistent homology.

C++ 78 26 Updated Mar 29, 2024

A high-performance topological machine learning toolbox in Python

Python 904 188 Updated Jun 18, 2024

A high performance implementation of HDBSCAN clustering.

Jupyter Notebook 2,918 515 Updated May 13, 2025

Uniform Manifold Approximation and Projection

Python 7,780 829 Updated May 12, 2025

Montlake contains tools for geometric data analysis. It includes vector field group lasso and basis pursuit methods for parametric manifold learning. It also contains differentiable shape featuriza…

Jupyter Notebook 11 Updated May 23, 2024

A Lean formal proof of the Combinatorial Nullstellensatz

Lean 11 Updated Jan 31, 2023
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