There are 6 repositories under algebraic-topology topic.
A curated list of topological deep learning (TDL) resources and links.
RIVET is a tool for Topological Data Analysis, in particular two-parameter persistent homology.
Code for the paper 'Neural Persistence: A Complexity Measure for Deep Neural Networks Using Algebraic Topology'
Notes from Andrew Blumberg's class on equivariant homotopy theory
Python bindings and API for the flagser C++ library (https://github.com/luetge/flagser).
Latex package to print spectral sequence diagrams using pgf/tikz.
R package porting Ripser-based persistent homology calculation engines from C++ via Rcpp. Currently ports Ripser (Vietoris-Rips complex) and Cubical Ripser (cubical complex).
Computing homology groups of simplicial complexes
Notes for Haynes Miller's 18.905/906 courses
Extensive learning notes on mathematics
A repo for my Mathematica document files - mostly math research and fun
Der Satz von Serre über die Endlichkeit der Homotopiegruppen der Sphären (Bachelorarbeit)
Code related to low-dimensional topology
Mathematical Physics Course
A toolkit for discrete calculus.
Old version of spectralsequences package, see here: github.com/hoodmane/spectralsequences
Drafts of textbooks. One on the math inspired by supersymmetric field theories. One on low dimensional (below 3+1) integrable physics.
A miscellaneous repository for anything having to do with computation in the context of Graph Theory
Homotopy Type Theory and categorical algebra experiments in the style of UniMath
Estimation of Neural Network Dimension using Algebraic Topology and Lie Theory.
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
A repository for my undergraduate final year project
Geometry, chaos and simulation for the Newtonian 3-body problem
PHYS10 poster on algebraic topology for non-holonomic classical mechanics
This package provides tools to work with Sullivan forms, Dupont forms, and the Dupont contraction from Sullivan to Dupont forms. In particular, it allows for the computation of the transferred homotopy commutative structure on Dupont forms.
Information about seminars and symposiums organized by the topology group of School of Sciences, Great Bay University
Studying biomolecules with persistence homology
[es] Wiki y Ejercicios de la asignatura topologia algebraica de la UNED
Package for computing topological approximation using Persistent Homology in various settings.
We cover some of the the most important concepts of algebraic topology in order to explore how deep neural networks operate in their hidden layers and why they are so amazingly efficient
Chain complexes in Julia
Software for computing the thickness-breadth balls of topological holes from a 3D volumetric object represented by polygonal mesh of its surface.