【作者】 高红伟； 乔晗； 张亚萍；

【Author】 GAO Hong-wei~1 QIAO Han~1 ZHANG Ya-ping~2 (1.Department of Mathematics,Qingdao University,Qingdao 266071,China;2.Jining Experimental High School,Jining 272000,China)

【机构】 青岛大学数学系； 济宁市实验中学；

【摘要】 本文针对一个具有完全信息的动态合作博弈模型建立了对非合作Nash 均衡的最优反应的概念,并以此为基础构造了该联盟内成员之间所进行的合作对策的特征函数。提出了构造此类动态合作博弈新的最优解的原则,并建立了最优的合作行为方式、动态合作博弈新的最优解(PGN 向量)及其算法。更多还原

【Abstract】 In this paper,the concept of the best response to Nash equilibrium of non-cooperative game is estab-lished in a dynamic cooperative game model with perfect information.And characteristic functions based on this inthe corresponding cooperative game formed by members in coalitions are constructed.The construction principle ofnew optimal solutions for this sort of dynamic cooperative games is proposed.The best cooperative behavior,thenew optimal solution(PGN vector)for this sort of dynamic cooperative games and the optimal algorithm is estab-lished.更多还原