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一类广义I类不变凸半无限规划的对偶性 被引量:1

Duality for a class of semi-infinite programming under generalized type-I invexity
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摘要 对几个 Is 类和广义 Is 类不变凸性的情形 ,研究了半无限规划的对偶性 ,给出了一些弱对偶、强对偶和逆对偶定理 . In this paper,the duality for semi-infinite programming is researched under several type-I_s invexity and generalized type-I_s invexity presented,some weak,strong,and converse duality theorems for semi-infinite programming are given under these new generalized invexity.
作者 张庆祥
出处 《延安大学学报(自然科学版)》 2003年第4期6-8,共3页 Journal of Yan'an University:Natural Science Edition
基金 陕西省教育厅专项科研基金 (0 1JK0 6 3)
关键词 Is类不变凸性 半无限规划 对偶定理 generalized type-I invexity semi-infinite programming dual theorems
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  • 3M. A. Hanson,B. Mond. Necessary and sufficient conditions in constrained optimization[J] 1987,Mathematical Programming(1):51~58
  • 4Roland A. Minch. Applications of symmetric derivatives in mathematical programming[J] 1971,Mathematical Programming(1):307~320

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