Algorithms for work on the earth-moon problem (chromatic number of biplanar graphs)
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Updated
Feb 18, 2026 - C++
Algorithms for work on the earth-moon problem (chromatic number of biplanar graphs)
A simple code to find the chromatic number of a graph
Le projet S&R GraphSharp est un projet de graphe codé en C# portant sur le calcul de la dégénérescence de grands graphes réels. Ainsi à partir de deux algorithmes différents, nous allons pouvoir calculer ce nombre de dégénérescence et le comparé avec le nombre chromatique d’une multitude de graphes réels du projet KONNECT (http://konect.cc/).
Formal Verification of the 7-Color Chromatic Number of the Plane via Toroidal Projection and the Irrationality of 2π.
This repository contains the code for the lab session of the course Graph Theory.
Calculate the chromatic number and visualize the associated k-coloring of any graph.
Graph coloring algorithms in pure Rust: Greedy, DSATUR, Welsh-Powell, backtracking, exact chromatic number. Zero dependencies.
Exactly calculates the chromatic number of arbitrary graphs/networks
Graph Algorithm Library
A collection of algorithms for calculating the chromatic number of undirected graphs, including Brute Force, Greedy, DSatur, Backtracking, RLF, 3-SAT, and DFS.
Repository for algorithms/data structures projects in 2 term
Visualizing and coloring graphs based on the concept of chromatic numbers.
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