THE OPTIMALITY CONDITION AND DUALITY OF MULTIOBJECTIVE POSYNOMIAL GEOMETRIC PROGRAMMING

THE OPTIMALITY CONDITION AND DUALITYOF MULTIOBJECTIVE POSYNOMIALGEOMETRIC PROGRAMMING

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摘要 This paper deals with some problems of multiobjective posynomial geometric programming. AKuhn-Tucker type optimality sufficient condition of this programming is derived. Moreover,a dual problemassociated with multiobjective posynomial geometric programming is given, and weak duality,direct dualityand inverse duality theorems are proved. This paper deals with some problems of multiobjective posynomial geometric programming. AKuhn-Tucker type optimality sufficient condition of this programming is derived. Moreover,a dual problemassociated with multiobjective posynomial geometric programming is given, and weak duality,direct dualityand inverse duality theorems are proved.

作者 Hu Yuda Xu Ping(Dept. of Applied Mathematics)

出处《Journal of Shanghai Jiaotong university(Science)》 EI 1996年第2期1-5,共5页 上海交通大学学报（英文版）

关键词 MULTIOBJECTIVE GEOMETRIC PROGRAMMING K-T CONDITION DUALITY multiobjective geometric programming K-T condition duality

分类号 TP311 [自动化与计算机技术—计算机软件与理论]

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Journal of Shanghai Jiaotong university(Science)

1996年第2期

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THE OPTIMALITY CONDITION AND DUALITY OF MULTIOBJECTIVE POSYNOMIAL GEOMETRIC PROGRAMMING

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