Scalarization and Nonlinear Scalar Duality for Vector Optimization with Preferences that are not necessarily a Pre-order Relation |
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Authors: | A.M. Rubinov R.N. Gasimov |
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Affiliation: | (1) SITMS, University of Ballarat, Victoria, 3353, Australia (e-mail |
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Abstract: | ![]() We consider problems of vector optimization with preferences that are not necessarily a pre-order relation. We introduce the class of functions which can serve for a scalarization of these problems and consider a scalar duality based on recently developed methods for non-linear penalization scalar problems with a single constraint. |
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Keywords: | duality preferences scalarization vector optimization |
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