On finding new vertices and redundant constraints in cutting plane algorithms for global optimization (Q1102872)

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scientific article; zbMATH DE number 4051371
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On finding new vertices and redundant constraints in cutting plane algorithms for global optimization
scientific article; zbMATH DE number 4051371

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    On finding new vertices and redundant constraints in cutting plane algorithms for global optimization (English)
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    1988
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    It is known that a number of multiextremal (global) optimization problems can be efficiently solved by cutting plane methods. Here, a new procedure is presented for finding all new vertices of the sequentially generated polytopes. Then it is shown how redundant constraints can be eliminated, knowing the vertex set of a polytope.
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    multiextremal optimization
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    cutting plane methods
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    all new vertices
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    sequentially generated polytopes
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    redundant constraints
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