Title of article
Topological Subdifferential and its Role in Nonsmooth Optimization with Quasiconvex Data
Author/Authors
Soroush ، Hamed Department of Mathematics - Payame Noor University
From page
83
To page
91
Abstract
In this paper, we study nonsmooth optimization problems with quasiconvex functions using topological subdifferential. We present some necessary and sufficient optimality conditions and characterize topological pseudoconvex functions. Finally, the Mond-Weir type weak and strong duality results are stated for the problems.
Keywords
Quasiconvex optimization , Duality theorems , Optimality conditions , Pseudoconvex , Subdifferential
Journal title
Control and Optimization in Applied Mathematics
Journal title
Control and Optimization in Applied Mathematics
Record number
2695943
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