Optimality and Duality for Fuzzy Weak Efficient Solutions in Nonsmooth Multiobjective Programming
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Abstract
In this paper,the nonsmooth multiobjective programming with fuzzy constaints(FVP) was investigated.Using generalized convexity,We discuss the optimality condition of geometric type,Frity John type and Kuhn Tncker type,introduce one Mond Weir type of dual model,and prove the corresponding theorems of Weak duality,direct duality and dverse djuality.
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