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Submodular flow

In the theory of combinatorial optimization, submodular flow is a general class of optimization problems that includes as special cases the minimum-cost flow problem, matroid intersection, and the problem of computing a minimum-weight dijoin in a weighted directed graph. It was originally formulated by Jack Edmonds and Rick Giles, and can be solved in…

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Submodular flow

Nodes12
Edges11
Triples1
Avg. degree1.83
Density0.166667
Components1

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Submodular flow

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Submodular flow → general class of optimization problems that includes as special cases the minimum-cost flow problem

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flow submodular given minimum-cost problem graph capacities amount edge well kirchhoff's law vertex set function dijoin theory combinatorial optimization general

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SubjectPredicateObjectConfidenceSrc
Submodular flowis ageneral class of optimization problems that includes as special cases the minimum-cost flow problem0.90text

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