Optimality Conditions of Generalized Subconvexlike Set‐Valued Optimization Problems Based on the Quasi‐Relative Interior

Optimality Conditions of Generalized Subconvexlike Set‐Valued Optimization Problems Based on the Quasi‐Relative Interior

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Article ID: iaor20116953
Volume: 150
Issue: 2
Start Page Number: 327
End Page Number: 340
Publication Date: Aug 2011
Journal: Journal of Optimization Theory and Applications
Authors: ,
Keywords: programming: convex
Abstract:

In this paper, firstly, a new generalized subconvexlike set‐valued map based on the quasi‐relative interior is introduced. Secondly, by a separation theorem involving the quasi‐relative interior, some separation properties are obtained. Finally, some optimality conditions are established. Our results improve some results in the literature.

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