| 1. | Existence distinguish of pure strategy nash equilibrium in two - person static games
双人静态博弈纯战略纳什均衡存在性判别 |
| 2. | A pure strategy maps each of a player ' s possible information sets to one action
纯策略将参与人的每一可能信息集映射到一个行动上。 |
| 3. | Pure strategy solution and venture problem of grey matrix game based on undeterminable directly interval grey number
基于不能直接判定区间灰数大小的灰矩阵博弈的纯策略解及其风险 |
| 4. | Some games have no nash equilibria in pure strategies , but have one or more equilibria in mixed strategies
一些竞争在纯策略中不存在纳什均衡，但是在混合策略中存在一种或更多的均衡。 |
| 5. | For a 2 2 annihilation matrix game , the magnitude of two players ' positive winning utility when they use individually their different pure strategies is studied
对于一类2 2型零化矩阵对策，本文研究了当两个局中人各自使用不同的纯策略时，他们的正赢得效用的大小关系。 |
| 6. | Then we provide a simple game - theoretic rent - seeking model to study the micro - activities of the players . the model has a unique nash equilibrium in pure strategies
然后，本文建立了一个寻租模型，对购并者的微观行为进行了阐述，得出了理论上的均衡结果，并进行了实证分析。 |
| 7. | However , compared with finite pure strategy set , there remains a number of unsolvable questions of games in which each players has an infinite pure strategy set and fixed strategies
然而，与有限纯策集情形相比，具有无限纯策略集的博弈及混合博弈中尚有很多期待解决的问题。 |
| 8. | The method was good in the aspect of pointing out all pure strategy combinations which are pure strategy nash equilibria while distinguishing pure strategy nash equilibrium existence
研究了纯战略纳什均衡的存在性及判别法，并给出了判别纳什均衡存在性以及寻求所有纯策略纳什均衡解的较好方法。 |
| 9. | A necessary and sufficient condition of pure strategy nash equilibrium was given in finite static games , and then a distinguishing method for pure strategy nash equilibrium existence in finite static games was provided
摘要主要是利用双人有限策略博弈的双矩阵来解决多人有限策略静态博弈的纳什均衡问题。 |
| 10. | In the present paper , a max - min theorem and a max theorem are proved on local convex topological linear spaces , as an application , it is obtained that there exists optimal mixed strategies in a two - person game with an infinite pure strategy set
摘要证明了局部凸线性拓扑空间上实值连续泛函的极大极小定理与极大定理，并由此证明了一类具有无限纯策略集的二人对策中最优混合策略的存在性。 |
