Homebrew formulae for the various software projects produced by Jason Cantarella's lab at UGA

shows mathematically created 3D knots and let the user change the currently shown one

GAP algorithms involving complements of 1-knots, spun knots and chain complexes of covering spaces.

Get the number of p-colourings invariant of a knot represented as a closure of a braid.

Preform Reidemeister moves on Signed Planar Graphs

This repository contains my bachelor's thesis on knot theory, with a focus on the Jones polynomial and its role in classifying knots. The research covers essential knot invariants and their applications in areas like DNA structure and quantum computing.

Copy of https://tieknots.how with a few tweaks

A backup of Hoste & Thistlethwaite's knot software, as indexed on the Knot Atlas

Library for the calculation and understanding of the Alexander Data, a proposed invariant for textiles. (MSc Data Science & AI Dissertation)

Generating knots and links conditioned on specified invariants

My master's thesis in low-dimensional topology

GAP algorithms for the endowment of low-dimensional knotted manifold complements with regular CW-structure

This is the code we used to verify the chirally cosmetic surgery for positive 2-bridge knots up to 31 crossings. The paper associated to this code can be found at https://arxiv.org/abs/2308.10126.

The code involved with Caleb Musfeldt's undergraduate honors thesis.

Modification to Anayanzi's repo

Knot is a Java library designed to model and visualize complex structures, such as knots, molecules and helical structures. Inspired by knot theory, this library allows you to graphically represent links between nodes with specific crossings, which is ideal for visually exploring patterns and connections in two-dimensional graphs.

Python library providing functionality for the creation and rendering of Artin braids.