RIVET is a tool for Topological Data Analysis, in particular two-parameter persistent homology.
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Updated
Mar 29, 2024 - C++
RIVET is a tool for Topological Data Analysis, in particular two-parameter persistent homology.
Python bindings and API for the flagser C++ library (https://github.com/luetge/flagser).
A curated list of topological deep learning (TDL) resources and links.
Notes from Andrew Blumberg's class on equivariant homotopy theory
A repackaged version of the Kenzo program by Francis Sergeraert and collaborators.
Code for the paper 'Neural Persistence: A Complexity Measure for Deep Neural Networks Using Algebraic Topology'
R package porting Ripser-based persistent homology calculation engines from C++ via Rcpp. Currently ports Ripser (Vietoris-Rips complex) and Cubical Ripser (cubical complex).
Latex package to print spectral sequence diagrams using pgf/tikz.
Effective Algebraic Topology in Haskell
Notes for Haynes Miller's 18.905/906 courses
A repo for my Mathematica document files - mostly math research and fun
A toolkit for discrete calculus.
A miscellaneous repository for anything having to do with computation in the context of Graph Theory
My personal website. I am a PhD student in Mathematics at the University of Leicester, UK. I am interested in Category Theory and its applications to Algebraic Topology and Algebraic Geometry. My main research area are stacks and their cohomology theories.
The C++ code generates discrete structures and analyses their evolution process on the elements of a Polytopal Cell Complexes (PCCs) represented algebraically as a set of incidence and adjacency matrices
Information about seminars and symposiums organized by the topology group of School of Sciences, Great Bay University
Python steenrod algebra implementation
Computing homology groups of simplicial complexes
Chain complexes in Julia
Personal Website - Niny AM
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