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Optimality and Duality for Multiobjective Semiinfinite Programming Problems Involving Generalized (C,α,η,ρ,d)-Invexity
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In this paper, we formulate generalized (C,α,η,ρ,d)-invexity and based on these definitions, we derive several sufficient conditions for optimality in multiobjective semi-infinite programming problems. Further, under the assumptions of dual model we solve corresponding weak, strong and strict converse duality theorems for these multiobjective semiinfinite programming problem.
Title: Optimality and Duality for Multiobjective Semiinfinite Programming Problems Involving Generalized (C,α,η,ρ,d)-Invexity
Description:
In this paper, we formulate generalized (C,α,η,ρ,d)-invexity and based on these definitions, we derive several sufficient conditions for optimality in multiobjective semi-infinite programming problems.
Further, under the assumptions of dual model we solve corresponding weak, strong and strict converse duality theorems for these multiobjective semiinfinite programming problem.
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