Necessary conditions for optimality in multiobjective programming involving subdifferentiable set functions are shown to be sufficient under the assumption of a particular form of ρ-convexity or ρ-pseudoconvexity. D...
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Necessary conditions for optimality in multiobjective programming involving subdifferentiable set functions are shown to be sufficient under the assumption of a particular form of ρ-convexity or ρ-pseudoconvexity. Duality results are thus extended for a Wolfe-type or a Mond-Weir type dual.
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