1) repeated game
重复对策
1.
Under the case in which individual rationality decision rule is satisfied, we studied the cooperative and non cooperative behavior, and how individual rationality and collective rationality interacts in repeated games.
结合管理组织的特点将组织内的冲突归为 3种对策模型 ,建立了基于渴望紧张评价的对策仿真模型 ,研究在满足个体理性的决策准则的情况下 ,合作与非合作行为在重复对策中是如何产生的 ,个体理性与群体理性是如何相互作用的 。
2.
The work is focused on optimal solution of the repeated game in extensive form on the situations of cooperation, partial cooperation and complete cooperation.
研究对象包括对策树上的重复对策以及具有状态支付的连通图上的重复对策。
2) Repeated cooperative game
重复合作对策
4) repeated n-person cooperative game
重复n人合作对策
1.
τ-Core of repeated n-person cooperative game;
重复n人合作对策的τ-核心
5) repeated n-person stochastic cooperative game
重复n人随机合作对策
1.
Core of a repeated n-person stochastic cooperative game;
重复n人随机合作对策的核心
2.
The conception of τ-dominance in repeated n-person stochastic cooperative game is defined in this paper, and refines core of repeated n-person stochastic cooperative game with it, then the conception of τ-core of repeated n-person stochastic cooperative game is defined.
在重复n人随机合作对策中定义了τ-优超的概念,并通过运用τ-优超的概念对重复n人随机合作对策中的核心进行了精炼,即定义了重复n人随机合作对策的τ-核心。
6) repeated fuzzy cooperative game
重复模糊合作对策
1.
τ-Core of repeated fuzzy cooperative game
重复模糊合作对策的τ-核心
2.
In this paper we introduce the concept of repeated fuzzy cooperative games and define the cores and the stable set with fuzzy coalition,and then the relation among solutions and the property of convex repeated fuzzy cooperative games are shown.
本文以模糊结盟为工具首次建立了重复模糊合作对策理论,给出了其核心解和稳定集的概念,并证明了这些解之间的关系及凸重复模糊合作对策的一些性质,从而为重复模糊合作对策解的研究奠定了基础。
补充资料：Blotto对策
Blotto对策
Blotto games
B一川幽〕对策!BI峨劝〕g别nes;6.ooT，o“I，p“l 一类正规形式的二人零和对策(two一peoonzerc)一sum缪me)其中局中人的纯策略(见策略(对策论中的)(strategy〔in缪me theory)))是有限资源(可分割的或不可分割的)在多个对象土的分配，而增益或支付等于个体对象的增益或支付之和，这一对策是以一个虚构的Blotto土校来命名的，据说他是第一个参预这种类型的对策的人物
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条