It is a refinement of the Nash equilibrium concept.
它是纳什均衡概念的一种精炼。
Unwittingly, Cournot had stumbled across an example of a Nash equilibrium.
有意无意之间，古诺发现了一个纳什均衡的例子。
First, in plenty of situations, there is more than one possible Nash equilibrium.
首先，在足够多的情形下，不止有一种可能的纳什均衡。
The paper proves the validity of control means by game theory of mixed strategy Nash equilibrium.
本文通过混合策略的纳什均衡博弈模型，证明了以上控制方法的有效性。
In the second part, it goes on with static game of perfect information and brings in Nash Equilibrium.
第二部分围绕完全信息静态博弈展开，介绍了纳什均衡；
A new concept of generalized Nash equilibrium is introduced by coupling it with each player's incentive.
通过把平衡点和决策者的动机耦合的方法，提出了广义纳什平衡点这一新概念。
The research shows that the game model has a perfect Bayesian Nash equilibrium and the existing of moral haz.
研究表明，博弈模型存在某种形式的精炼贝叶斯纳什均衡，而且道德风险的存在会使保险单价格上升。
The Nash equilibrium would not have attained its current status without some refinements on the original idea.
纳什均衡要是没有对原始思想的某些改进是不会获得当前这种地位的。
This paper discusses the mixed strategies and Nash Equilibrium of game theory with sequential payoff function.
讨论了具有连续支付函数博弈的混合策略及其纳什均衡。
Nash came up with what is now called the Nash equilibrium, which is used to determine the stability of competition.
Nash提出了用于表示竞争稳定性的纳什均衡。
Reinhard Selten was the first to refine the Nash equilibrium concept for analyzing dynamic strategic interaction.
泽尔腾是一个精炼纳什均衡概念用以分析动态策略互动行为的。
The subgame perfect Nash equilibrium is different with that in two-stage game with exogenous transportation costs.
并得到了与外生运输成本的二阶段模型不同的子博弈精炼纳什均衡结果。
The Nash equilibrium helped economists to understand how self-improving individuals could lead to self-harming crowds.
纳什均衡曾给经济学家理解自我完善的个人如何能够成为自暴伤害的大众提供了帮助。
A Nash equilibrium is a set of strategies such that player is doing the best it can, given the strategies of the other players.
纳什均衡是一套使参与者尽可能做到最好的策略，给出其他参与者的策略。
It is shown that, if the upstream and downstream firms play two-stage dynamic game, the contract is not a perfect Nash equilibrium.
研究表明：如果上、下游企业进行两阶段动态博弈，该契约不会是一个子博弈精炼纳什均衡。
Particle Swarm Optimization (PSO) algorithm for solving multiple Nash equilibrium solutions of bimatrix game is presented in this paper.
提出了一种求解双矩阵对策多重纳什均衡解的粒子群优化算法。
The system harnesses the Nash equilibrium to be self-reinforcing: everyone is doing the best they can based on what everyone else is doing.
这个体系利用纳什均衡实现了自我强化：每一个人都在根据其他每一个人正在做什么而尽可能地做事。
The cooperative solution newly explained and defined is in fact a Nash Equilibrium in nature, which is stable both internally and externally.
重新解释界定的合作解，本质上是具有内外稳定性质的一种纳什均衡。
On the basis of a non - cooperative game - theoretic model, we provide R&D investment Nash equilibrium outcome under duopolistic competition.
通过利用非合作博弈论方法建模，本文给出了这种情况下R&D投资额的纳什均衡解。
A Nash equilibrium, however, is rarely the best possible outcome; it is merely the one that pertains if the players are unable or unwilling to co-operate.
然而，纳什平衡状态几乎不是可能出现的结果，只有在玩家能力不足并不愿与他人合作之时才得以显现。
Nash equilibrium is the most important concept of modern game theory, especially of noncooperative game theory, the main theory of modern game theory.
纳什均衡是现代博弈论，特别是其中占主流地位的非合作博弈理论最核心的概念。
The research shows that the game model has a perfect Bayesian Nash equilibrium and the existing of moral hazard elevates the price of insurance policy.
研究表明，博弈模型存在某种形式的精炼贝叶斯纳什均衡，而且道德风险的存在会使保险单价格上升。
Nash equilibrium is founded for this game and the obtained throughput for wireless mesh networks is compared to throughput with random route selection.
随后建立相应的纳什均衡并将所得吞吐量同随机路由选择方案的吞吐量相比较。
During the third part we introduce sub game perfect Nash equilibrium, which is the rational equilibrium solution of dynamic game of perfect information.
第三部分围绕完全信息动态博弈给予其合理的均衡解，即子博弈完美纳什均衡。
Firstly, we prove that no matter who is dominated in the supply chain the cooperation of the buyer and solder is the Nash equilibrium of the game models.
本文首先通过建立博弈模型证明得到供应链中供需双方分别占主导地位时，买卖双方的合作是此博弈模型的纳什均衡。
The Bertrand-Stackelberg equilibrium profit, which is not stable in the multi-round model, will eventually come close to Bertrand-Nash equilibrium profit.
但在多轮博弈的模型中伯川德-施塔贝格均衡点并不稳定，最终会趋向于伯川德-纳什均衡点。
Eventually the traffic flow on the two routes settles into what game theory calls a Nash equilibrium, named after John Nash, the mathematician who described it.
最终，这两种路线间的交通就成为博弈论里的纳什平衡。(这个理论是以其描述者约翰·纳什的名字命名的)。
Eventually the traffic flow on the two routes settles into what game theory calls a Nash equilibrium, named after John Nash, the mathematician who described it.
最终，这两种路线间的交通就成为博弈论里的纳什平衡。(这个理论是以其描述者约翰·纳什的名字命名的)。
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