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Some Convexificators-Based Optimality Conditions for Nonsmooth Mathematical Program with Vanishing Constraints

机译:一些基于凸起的器材的凸起由消失约束的非数学数学计划的最优性条件

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In this paper, by using the notion of convexificator, we introduce the generalized standard Abadie constraint qualification and the generalized MPVC Abadie constraint qualification, and define the generalized stationary conditions for the nonsmooth mathematical program with vanishing constraints (MPVC for short). We show that the generalized strong stationary is the first order necessary optimality condition for nonsmooth MPVC under the generalized standard Abadie constraint qualification. Sufficient conditions for global or local optimality for nonsmooth MPVC are also derived under some generalized convexity assumptions.
机译:在本文中,通过使用凸面的概念,我们介绍了广义标准的Abadie约束资格和广义的MPVC Abadie约束资格,并定义了与消失约束(短暂的MPVC)的非光学数学计划的通用静止条件。 我们表明,在广义标准Abadie约束资格下,广义强大的静止是NonsMooth MPVC的一级必要的最优性条件。 对于非流动MPVC的全局或局部最优性的充分条件也在一些广义凸起假设下得出。

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