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This category is concerned with:

• application softwares dealing with combinatorial problems in a scientific scope.
• libraries of combinatorial algorithms which reflect the actual scientific state of the art.

Combinatorial_Game_Theory@	Design_Theory@
Matroids@	Graph Drawing
Linear Programming and Optimization	Software
NewsGroup (Usenet)

• ACE An Algebraic Combinatorics Environment for MAPLE providing functions to work with classical structures in algebraic combinatorics. Free download.
• Algorithms and Software for Partitioning Meshes Using combinatorics to solve structured linear systems of equations.
• Combinatorics Software of the Algorithms Project Combinatorial analysis, discrete mathematics and computer algebra are the main interests of the Algorithms Projects. The packages let you define combinatorial structures; manipulate the associated generating functions, functional equations or recurrences; study their asymptotic behaviour.
• Free Software in Graph Theory Free Software for Win 9X,NT on Graph Theory by Vitali Petchenkine. Procedures: Metrics of the graph; Paths and cycles; Colorations; Automorphism group; Minimal spanning tree; Shortest paths; Max. Capacity path; K Shortest paths; Salesman problem; Maximal flow; Critical path; Reports for Graphs; Print.
• Gato: The Graph Animation Toolbox Software for visualizing graph algorithms. Free under GPL. Unix, Linux, MacOs ad Windows versions.
• GeoSteiner Software for computing Steiner trees. Written in ANSI C, includes the public domain LP-solver lp_solve.
• GOBLIN Graph Library C++ library of graph optimization algorithms with a GUI for editing, running and tracing the algorithms.
• GRAPE A GAP package for computing with graphs; primarily designed for the efficient construction and analysis of graphs related to groups, combinatorial designs and finite geometries.
• Graph Coloring By DSATUR By using the DSATUR algorithm, this php/form colors any graph in the Dimacs format.
• Graph Magics A tool for graph theory, having a generator and offering various algorithms: shortest paths, network flows, maximal clique, optimal coloring etc.
• Graph Partitioners Three algorithms written in NESL for finding separators of graphs, in order to compare the quality of the cuts.
• GraphThing Tool for investigating Graph Theory, with a GTK interface. Free under GPL. Unix, source code in C++.
• Information System on Graph Class Inclusions A java applet for researching what is known about particular graph classes.
• JGraphT Free Java class library that provides mathematical graph-theory objects and algorithms.
• LINK: A Software System for Discrete Mathematics A general-purpose, extendible computing environment in which discrete mathematical objects representing real world problems can be easily manipulated and visualized.
• METIS: Family of Multilevel Partitioning Algorithms Graph, mesh, and hypergraph partitioning software.
• Nauty A program for computing automorphism groups of graphs and digraphs. It can also produce a canonical labelling.
• NetworkX NetworkX (NX) is a Python package for the creation, manipulation, and study of the structure, dynamics, and functions of complex networks.
• plantri and fullgen Programs for generation of certain types of planar graph, generated in such a way that exactly one member of each isomorphism class is output without the need for storing them.
• Project Vega A system for manipulating discrete mathematical structures: a Mathematica based collection of operations with interface to external packages and programs.
• Scalable Libraries for Graph Partitioning We are pursuing research in the area of new parallel methods for graph partitioning and incremental graph partitioning. Efficient methods for graph partitioning and incremental graph partitioning are important for parallelization of a large number of unstructured and/or adaptive applications.
• SF, Posets and Coxeter/Weyl John Stembridge's Maple packages for symmetric functions, posets, root systems, and finite Coxeter groups.
• The LEDA Library LEDA is a library of the data types and algorithms of combinatorial computing.

 

 

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