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txt readme-visual-c++.txt

Protothreads can in some cases fail to compile under Visual C++ version 6.0 due to a bug in the compiler. See the following page for a solution to the problem: http://support.microsoft.com/default.as
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readme

Python-to-libsvm interface Table of Contents ================= - Introduction - Installation - Usage - Examples Introduction ============ Python (http://www.python.org/) is a programming language
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m grminabsverset.m

function nMS=grMinAbsVerSet(E,d) % Function nMS=grMinAbsVerSet(E,d) solve the minimal absorbant set problem % for the graph vertexes. % Input parameters: % E(m,2) - the edges of graph; %
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m grminedgecover.m

function nMC=grMinEdgeCover(E) % Function nMC=grMinEdgeCover(E) solve the minimal edge cover problem. % Input parameter: % E(m,2) or (m,3) - the edges of graph and their weight; % 1st and 2
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m grminabsedgeset.m

function nMS=grMinAbsEdgeSet(E) % Function nMS=grMinAbsEdgeSet(E) solve the minimal absorbant set problem % for the graph edges. % Input parameter: % E(m,2) or (m,3) - the edges of graph and
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m grmaxmatch.m

function nMM=grMaxMatch(E) % Function nMM=grMaxMath(E) solve the maximal matching problem. % Input parameter: % E(m,2) or (m,3) - the edges of graph and their weight; % 1st and 2nd elements
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m grmaxstabset.m

function nMS=grMaxStabSet(E,d) % Function nMS=grMaxStabSet(E,d) solve the maximal stable set problem. % Input parameters: % E(m,2) - the edges of graph; % 1st and 2nd elements of each row i
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m grminvercover.m

function nMC=grMinVerCover(E,d) % Function nMC=grMinVerCover(E,d) solve the minimal vertex cover problem. % Input parameters: % E(m,2) - the edges of graph; % 1st and 2nd elements of each r
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m grtravsale.m

function [pTS,fmin]=grTravSale(C) % Function [pTS,fmin]=grTravSale(C) solve the nonsymmetrical % traveling salesman problem. % Input parameter: % C(n,n) - matrix of distances between cities,
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m contents.m

% GrTheory - Graph Theory Toolbox. % % Functions: % grBase - find all bases of digraph; % grCoBase - find all contrabases of digraph; % grCoCycleBasis - find all independent cut-sets for a conne