Asymptotic approximation method and its convergence on semi-infinite programming
Zhong-Ping Wan (zpwanpublic.wh.hb.cn)
Abstract: The aim of this paper is to discuss an asymptotic approximation model and its convergence for the minimax semi-infinite programming problem. An asymptotic surrogate constraints method for the minimax semi-infinite programming problem is presented making use of two general iscreteapproximation methods. Simultaneously, we discuss the consistenceand the epi-convergence of the asymptotic approximation problem.
Keywords: semi-infinite programming; asymptotic approximation; convergence.
Category 1: Infinite Dimensional Optimization (Semi-infinite Programming )
Citation: School of Mathematics and Statistics Wuhan Univ., Wuhan 430072 China
Entry Submitted: 02/04/2003
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