Concepts for approximate solutions of vector optimization problems with variable order structures (Q484490)
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scientific article; zbMATH DE number 6384114
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Concepts for approximate solutions of vector optimization problems with variable order structures |
scientific article; zbMATH DE number 6384114 |
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Concepts for approximate solutions of vector optimization problems with variable order structures (English)
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7 January 2015
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The authors introduce the concepts for approximately minimal, approximately nondominated solutions, and approximate minimizers of vector optimization problems with respect to variable-order structures. The authors use a set-valued map in order to describe solution concepts. Important properties of these different kinds of approximate solutions are discussed.
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vector optimization
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variable-order structures
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approximate solutions
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Ekeland's variational principle
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nondominated solutions
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0.9646149
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0.9607413
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0.9317586
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0.9295854
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0.9276093
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0.9158337
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0.91559386
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0.9132273
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