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A Parametric Approach to Non-Convex Optimal Control Problem

A Parametric Approach to Non-Convex Optimal Control Problem
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摘要 In this paper we have considered a non convex optimal control problem and presented the weak, strong and converse duality theorems. The optimality conditions and duality theorems for fractional generalized minimax programming problem are established. With a parametric approach, the functions are assumed to be pseudo-invex and v-invex. In this paper we have considered a non convex optimal control problem and presented the weak, strong and converse duality theorems. The optimality conditions and duality theorems for fractional generalized minimax programming problem are established. With a parametric approach, the functions are assumed to be pseudo-invex and v-invex.
出处 《American Journal of Operations Research》 2014年第2期53-58,共6页 美国运筹学期刊(英文)
关键词 Non CONVEX PROGRAMMING Pseudo-Invex FUNCTIONS V-Invex FUNCTIONS Fractional MINIMAX PROGRAMMING Non Convex Programming Pseudo-Invex Functions V-Invex Functions Fractional Minimax Programming
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