Title of article
Duality for vector equilibrium problems with constraints
Author/Authors
Anh ، N.L.H. - University of Science, Vietnam National University Hochiminh City
Pages
16
From page
1679
To page
1694
Abstract
In the paper, we study duality for vector equilibrium problems using a concept of generalized convexity in dealing with the quasi-relative interior. Then, their applications to optimality conditions for quasi-relative efficient solutions are obtained. Our results are extensions of several existing ones in the literature when the ordering cones in both the objective space and the constraint space have possibly empty interior.
Keywords
Equilibrium problem , duality , optimality conditions , quasi , relative efficient solution , generalized subconvexlikeness
Journal title
Bulletin of the Iranian Mathematical Society
Serial Year
2017
Journal title
Bulletin of the Iranian Mathematical Society
Record number
2456206
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