• SYMMETRIC DUALITY FOR MULTIOBJECTIVE OPTIMIZATION UNDER CONVEXITY ASSUMPTION USING THE CONCEPT OF PROPER EFFICIENCY

ARUNA KUMAR TRIPATHY*

Abstract


In this paper, a new class of symmetric duality for multiobjective optimization and their scalar parametric problems are formulated and the duality results are established under convexity assumption using the concept of proper efficiency. Also the duality relations with saddle point theory are presented.


Keywords


symmetric duality, proper efficiency, saddle point, convex function.

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