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nash定理
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  nash theorem
     Some problems of non zero sum multicriteria cooperative game are discussed in this paper. The definitions of Pareto optimal security strategy and security level are introduced,and the programming method for determining them are studied. The constraint conditions of consulting feasible set as well improved Nash theorem are proposed.
     讨论了非零和多准则合作型对策的若干问题.定义了Pareto最优安全策略与安全水平,研究了确定Pareto最优安全策略与安全水平的规划法,给出了协商可行集的约束条件,提出了改善的Nash定理,对一类特殊问题研究了最优威胁集的确定方法,并且算例对上述内容进行了验证.
短句来源
     Some problems of the multicriteria cooperative game are discussed in this paper. The definitions of Pareto optimal security strategy and security level are introduced,and the constraint conditions of the consulting feasible set as well as the improved Nash theorem are proposed. The method for determining the optimal threaten set for the kind of special problems is discussed.
     本文讨论多准则合作型对策的若干问题.文中定义了Pareto最优安全策略与安全水平,给出了合作型对策协商可行集的约束条件,提出了改善的Nash定理,研究了一类特殊问题最优威胁集的确定方法,并用实例对上述内容进行了应用验证.
短句来源
  “nash定理”译为未确定词的双语例句
     In this paper, the author investigates the existance of equilibrium points of a general sum game and obtains the following theorems: (ⅰ) Any conditional compact infinite general sum game has at least one mixed strategy e-equilibrium point for each ε>0. and (ⅱ) any compact infinite general sum game has at least one mixed strategy equilibrium point. Both of them have sharpened some well-known theorems of Nash, Wald and Ville.
     本文旨在探讨一般和对策的平衡局势存在的若干条件。 证明了如下二定理:“一般和无限条件列紧对策恒存在ε-平衡局势”和“一般和无限列紧对策均存在平衡局势”,它们分别改进了著名的Nash定理、Wald定理及Vilie定理。
短句来源
  相似匹配句对
     Theorem C.
     定理C.
短句来源
     Existence Theorems of Random Nash Equilibria
     随机Nash平衡的存在性定理
短句来源
     THE EXISTENCE THEOREM OF THE WEIGHT MASH EQUTLIBRIOM
     关于权 Nash 平衡的存在性定理
短句来源
     Cantor's theorem for metric spaces.
     Cantor定理
短句来源
     Nash), canna(Canna indica L.)
     Nash]、美人蕉(CannaindicaL.)
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  nash theorem
The Nash theorem on the existence of equilibrium points inTV-person non-cooperative games in normal form is generalized to the case when there is a continuum of players endowed with a nonatomic measure.
      
In this paper, sufficient conditions are given, which are less restrictivethan those required by the Arrow-Debreu-Nash theorem, on theexistence of a Nash equilibrium of an n-player game {1, .
      
According to the Nash theorem mentioned in Section 2, the initial position is a virtual semi-connection.
      


In this paper, the author investigates the existance of equilibrium points of a general sum game and obtains the following theorems: (ⅰ) Any conditional compact infinite general sum game has at least one mixed strategy e-equilibrium point for each ε>0. and (ⅱ) any compact infinite general sum game has at least one mixed strategy equilibrium point. Both of them have sharpened some well-known theorems of Nash, Wald and Ville.

本文旨在探讨一般和对策的平衡局势存在的若干条件。证明了如下二定理:“一般和无限条件列紧对策恒存在ε-平衡局势”和“一般和无限列紧对策均存在平衡局势”,它们分别改进了著名的Nash定理、Wald定理及Vilie定理。

Some problems of non zero sum multicriteria cooperative game are discussed in this paper. The definitions of Pareto optimal security strategy and security level are introduced,and the programming method for determining them are studied.The constraint conditions of consulting feasible set as well improved Nash theorem are proposed.To a special kind of problem,the method for determining the optimal threaten set is discussed.Finally,an example is introduced to illustrate all the above results.

讨论了非零和多准则合作型对策的若干问题.定义了Pareto最优安全策略与安全水平,研究了确定Pareto最优安全策略与安全水平的规划法,给出了协商可行集的约束条件,提出了改善的Nash定理,对一类特殊问题研究了最优威胁集的确定方法,并且算例对上述内容进行了验证.

Some problems of the multicriteria cooperative game are discussed in this paper.The definitions of Pareto optimal security strategy and security level are introduced,and the constraint conditions of the consulting feasible set as well as the improved Nash theorem are proposed.The method for determining the optimal threaten set for the kind of special problems is discussed.Finally,an example is introduced to illustrate all the above results.

本文讨论多准则合作型对策的若干问题.文中定义了Pareto最优安全策略与安全水平,给出了合作型对策协商可行集的约束条件,提出了改善的Nash定理,研究了一类特殊问题最优威胁集的确定方法,并用实例对上述内容进行了应用验证.

 
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