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Combinatorial Optimization Problems in Integer Programming

Solving integer programs involves tackling basic combinatorial optimization problems like bipartite matching, minimum s-t cut, shortest paths, and minimum spanning trees. The focus is on maximum bipartite matching and max-weight perfect matching, along with finding minimum s-t cuts, shortest paths in directed graphs, and minimum spanning trees. These problems can be efficiently solved using different methods, showcasing the importance of combinatorial IPs in mathematical programming.

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Combinatorial Optimization Problems in Integer Programming

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