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多目标规划αr-有效解和αr-最优解的充要条件与求解方法
引用本文:顾利勤,黄丽云,钟朝艳,崔萍.多目标规划αr-有效解和αr-最优解的充要条件与求解方法[J].昆明理工大学学报(理工版),2003,28(1):168-172.
作者姓名:顾利勤  黄丽云  钟朝艳  崔萍
作者单位:曲靖师范学院,数学系,云南,曲靖,655000
摘    要:对于有限维Euclid空间中的αr-序类,文4]讨论了其若干性质,在此基础上文3]引进了多目标规划αr-有效解和αr-最优解的概念,本文讨论了这些解的一些性质,得到几个充要条件并讨论了求解的方法。

关 键 词:多目标规划  充要条件  求解方法  αr-锥  严格αr-锥  αr-有效解  αr-最优解  有限维空间
文章编号:1007-855X(2003)01-0168-05
修稿时间:2002年9月3日

Some Necessary and Sufficient Conditions and the Method of Extracting the Solution of the αr-efficient Solution and αr-optimal Solution to Multiobjective Programming Problem
GU Li-qin,HUANG Li-yun,ZHONG Cao-yan,Cui Ping.Some Necessary and Sufficient Conditions and the Method of Extracting the Solution of the αr-efficient Solution and αr-optimal Solution to Multiobjective Programming Problem[J].Journal of Kunming University of Science and Technology(Natural Science Edition),2003,28(1):168-172.
Authors:GU Li-qin  HUANG Li-yun  ZHONG Cao-yan  Cui Ping
Abstract:On the class of ar - order in limited - dimensional Euclid spaces, some haracters have been analyzed in paper4]. Furthermore the idea of the ar - efficient solution and ar - optimal solution for multiobjective programming problem are provided in paper3]. In this paper, some characters, and some necessary and sufficient conditions are analyzed and some methods of extracting a solution are listed.
Keywords:ar - cone  strict ar - cone  ar - efficient solution  ar - optimal solution
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