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LP duality in infinite hypergraphs - MaRDI portal

LP duality in infinite hypergraphs (Q803165)

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scientific article; zbMATH DE number 4200252
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LP duality in infinite hypergraphs
scientific article; zbMATH DE number 4200252

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    LP duality in infinite hypergraphs (English)
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    1990
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    A hypergraph has the strong duality property if it has a fractional matching and a fractional cover satisfying the complementary slackness conditions of linear programming. The authors prove that all graphs satisfy the strong duality property; then, they consider the duality property for families of intervals on the real line and obtain an extension of Gallai's theorem.
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    strong duality property
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    fractional matching
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    fractional cover
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    complementary slackness conditions of linear programming
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    Gallai's theorem
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