This paper deals with the approximate quasi efficient solutions of set-valued optimization problems. We establish the necessary and sufficient optimality conditions for $$\epsilon e$$ ϵ e -quasi efficiency via weak subdifferential under some approximate cone convexity assumptions. We also study duality results of Wolfe and Mond-Weir types for Geoffrion $$\epsilon e$$ ϵ e -quasi efficiency of finite dimensional set-valued optimization problems.
SeMA Journal – Springer Journals
Published: Nov 9, 2016
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