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一类不确定优化问题的鲁棒对偶性刻画
引用本文:孙祥凯,曾静,郭晓乐.一类不确定优化问题的鲁棒对偶性刻画[J].吉林大学学报(理学版),2016,54(4):715-719.
作者姓名:孙祥凯  曾静  郭晓乐
作者单位:1. 重庆工商大学 数学与统计学院, 重庆 400067; 2. 西南政法大学 经济学院, 重庆 401120
摘    要:通过引入一类目标函数和约束条件均带有不确定信息的优化问题,借助鲁棒型次微分约束品性,刻画了该不确定优化问题与其不确定对偶问题之间的Mond-Weir型鲁棒对偶性,即原问题的鲁棒对应与其对偶问题的最优对应之间的对偶性.

关 键 词:不确定优化问题  鲁棒对偶性  约束品性  
收稿时间:2015-09-28

Characterizations of Robust Duality for a Class ofUncertain Optimization Problems
SUN Xiangkai,ZENG Jing,GUO Xiaole.Characterizations of Robust Duality for a Class ofUncertain Optimization Problems[J].Journal of Jilin University: Sci Ed,2016,54(4):715-719.
Authors:SUN Xiangkai  ZENG Jing  GUO Xiaole
Institution:1. College of Mathematics and Statistics, Chongqing Technology and Business University, Chongqing 400067, China;[JP]2. School of Economics, Southwest University of Political Science and Law, Chongqing 401120, China
Abstract:By introducing a class of optimization problems with uncertainty information both in the objective functions and constraints, and thenusing the robust type subdifferential constraint qualification, we characterized Mond Weir type robust duality between the uncertain optimization problem andits uncertain dual problem, in other words, the duality between the robust counterpart of the primal problem and the optimistic counterpart of its dual problem.
Keywords:uncertain optimization problem  robust duality  constraint qualification  
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