Decentralized two-level 0-1 programming through genetic algorithms with double strings

K. Niwa, I. Nishizaki, M. Sakawa
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引用次数: 15

Abstract

We consider two-level programming problems in which there are one decision maker (the leader) at the upper level and two or more decision makers (the followers) at the lower level and decision variables of the leader and the followers are 0-1 variables. We assume that there is coordination among the followers while between the leader and the group of all the followers, there is no motivation to cooperate each other, and fuzzy goals for objective functions of the leader and followers are introduced in order to take fuzziness of their judgments into consideration. The leader maximizes the degree of satisfaction and the followers choose in concert so as to maximize a minimum among their degrees of satisfaction. A computational method, which is based on the genetic algorithms, for obtaining a solution to the above mentioned problem is developed. To demonstrate the feasibility and efficiency of the proposed algorithm, numerical experiments are carried out.
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基于遗传算法的双字符串分散两级0-1规划
我们考虑两层规划问题,其中上层有一个决策者(领导者),下层有两个或两个以上决策者(追随者),领导者和追随者的决策变量为0-1变量。我们假设追随者之间存在协调,而领导者与所有追随者组成的群体之间没有相互合作的动机,为了考虑到领导者和追随者判断的模糊性,我们引入了领导者和追随者目标函数的模糊目标。领导者最大化满意度,追随者一致选择,以最大化他们满意度中的最小值。提出了一种基于遗传算法的求解上述问题的计算方法。为了验证该算法的可行性和有效性,进行了数值实验。
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