摘要
利用模糊数学相关理论,对具有可转移效用的模糊合作博弈进行了研究,分析了TU模糊合作博弈的核心,并在此基础上对谈判集理论进行了研究,分析了谈判集与核心之间的关系。对于全联盟可能存在核心空集的情况,L-Z谈判集很好地解决了TU联盟合作博弈的收敛集问题。最后利用实例对该谈判集的有效性和可行性进行了说明。
This paper researches the cooperative games based on TU dynamic fuzzy alliance with relevant theory of fuzzy mathematics.lt analyzes the cores of TU fuzzy cooperative games,researches the theory of bargaining sets based on relevant characteristics,and the relationship between the bargaining sets and the cores.The L-Z bargaining sets can realize the ideal convergence sets of TU cooperative games in case of the core of grand alliance is empty.Eventually,a practical example is provided to illustrate the validity and feasibility of this bargaining set.
出处
《计算机工程与应用》
CSCD
北大核心
2009年第3期16-19,41,共5页
Computer Engineering and Applications
基金
国家重点基础研究发展规划(973)(No.2002CB312200)~~
关键词
模糊联盟
合作博弈
核心
谈判集
fuzzy alliance
cooperative games
core
bargaining sets
