Package for computing topological approximation using Persistent Homology in various settings.
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Updated
Sep 4, 2024 - Jupyter Notebook
Package for computing topological approximation using Persistent Homology in various settings.
A curated list of topological deep learning (TDL) resources and links.
A toolkit for discrete calculus.
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.
Extensive learning notes on mathematics
A repo for my Mathematica document files - mostly math research and fun
Python bindings and API for the flagser C++ library (https://github.com/luetge/flagser).
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
Personal Website - Niny AM
RIVET is a tool for Topological Data Analysis, in particular two-parameter persistent homology.
With Manuel Rivera: "The cobar construction as an E-infinity bialgebra model of the based loop space."
PHYS10 poster on algebraic topology for non-holonomic classical mechanics
Drafts of textbooks. One on the math inspired by supersymmetric field theories. One on low dimensional (below 3+1) integrable physics.
Geometry, chaos and simulation for the Newtonian 3-body problem
Information about seminars and symposiums organized by the topology group of School of Sciences, Great Bay University
Algorithm I made accompanying my Master's thesis.
Software for computing the thickness-breadth balls of topological holes from a 3D volumetric object represented by polygonal mesh of its surface.
A repository for my undergraduate final year project
Code related to low-dimensional topology
Computing homology groups of simplicial complexes
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