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动态对策的控制策略
CONTROL STRATEGIES FOR DYNAMIC GAMES
【摘要】 研究离散时间动态(多阶段)对策的控制问题,提出闭环控制策略—Nash合作策略的概念和设计方法。该策略以Nash协商解为基础,能诱导对策双方在对策的每个阶段实现Nash协商解。分析了策略的最优性,并以线性二次型动态对策问题作了实例分析。
【Abstract】 In this article,the dynamic(multi-stages)games are considered and a kind of close-loop strategies,Nash cooperative strategies,is presented Based on the Nash bargaining solution,this kind of control strategies is incentive to the Nash bargaining solutions during the game process.The optimality of the strategies is analysed,and the linear quadratic dynamic games are discussed。
【关键词】 动态对策;
Nash协商解;
控制策略;
能控;
线性二次型;
【Key words】 dymanic games; Nash bargaining solution; control strategies controllable; linear quadratic game;
【Key words】 dymanic games; Nash bargaining solution; control strategies controllable; linear quadratic game;
【基金】 霍英东基金,国家自然科学基金
- 【文献出处】 系统工程学报 ,JOURNAL OF SYSTEMS ENGINEERING , 编辑部邮箱 ,1994年01期
- 【分类号】O225
- 【被引频次】1
- 【下载频次】70