Outer approximation by polyhedral convex sets (Q1101351)
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scientific article; zbMATH DE number 4047461
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Outer approximation by polyhedral convex sets |
scientific article; zbMATH DE number 4047461 |
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Outer approximation by polyhedral convex sets (English)
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1987
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This paper deals with outer approximation methods for solving possibly multiextremal global optimization problems. A general theorem on convergence is presented and new classes of outer approximation methods using polyhedral convex sets are derived. The underlying theory is then related to the cut map-separator theory of \textit{B. C. Eaves} and \textit{W. I. Zangwill} [SIAM J. Control 9, 529-542 (1971)]. Two constraint dropping strategies are deduced.
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outer approximation
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multiextremal global optimization
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polyhedral convex sets
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cut map-separator theory
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constraint dropping strategies
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0.9240891
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0.9204176
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0.9086235
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