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无限对策     
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  infinite pure strategies
     First, we discuss the generic stability of solutions of infinite pure strategies in the graph topology case, then we obtain the existence of essential components of the perturbations of best reply correspondences which is deduced from the new definited levy-prohorov distance in chapter 2 and the existence of essential components of the sets of fixed point on the mixed strategy profile spaces.
     首先在图像拓扑意义下讨论了无限对策Nash平衡点的通有稳定性,然后我们通过在第二章中重新定义的一种Levy-Prohorov距离,利用不动点集本质连通区的存在性定理和统一的本质连通区的存在性定理,得到了在最佳回应扰动下无限对策Nash平衡本质连通区的存在性。
短句来源
  infinite games
     ON THE ESSENTIAL COMPONENTS OF THE SET OF NASH EQUILIBRIUM POINTS FOR INFINITE GAMES
     关于无限对策Nash平衡点集的本质连通区
短句来源
     The Existence of Essential Components of the Sets of Nash Equilibrium Points for Infinite Games
     无限对策Nash平衡点集本质连通区的存在性
短句来源
     The Stability of the Sets of Nash Equilibrium Points of Infinite Games
     无限对策Nash平衡点的稳定性
短句来源
     In this thesis, we focus on discussing the stability of solutions of non-cooperative games with infinitely many pure strategies, including the generic stability of solutions of infinitely many pure strategies and the existence of the essential components of the sets of Nash equilibrium points of infinite games.
     在本文,我们集中讨论了纯策略集是无限的,N人连续非合作对策Nash平衡的稳定性。 主要包括无限对策Nash平衡点集的通有稳定性以及无限对策Nash平衡点集本质连通区的存在性。
短句来源
  “无限对策”译为未确定词的双语例句
     ON TWO-PERSON ZERO-SUM DISCRETE INFINITE DYNAMIC GAME
     谈两人零和离散动态无限对策
短句来源
  相似匹配句对
     The Stability of the Sets of Nash Equilibrium Points of Infinite Games
     无限对策Nash平衡点的稳定性
短句来源
     (m,n)-PERSON LEADER-FOLLOWER GAMES
     (m n)-人主从对策
短句来源
     ON TWO-PERSON ZERO-SUM DISCRETE INFINITE DYNAMIC GAME
     谈两人零和离散动态无限对策
短句来源
     Developing countermeasures:
     发展对策是:
短句来源
     Siemens AG Information & Communication Networks
     网络无限
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  infinite game
In a repeated two-person zero-sum game with incomplete information on one side, the values vn of the n-stage games converge to the value v∞ of the infinite game with worst case error ~(ln?n/n)1/3.
      
The optimal strategies of infinite game generate a symmetric random walk of transaction prices over admissible bids with absorbing extreme points.
      
The value of infinite game is equal to the expected duration of this random walk multiplied by the constant one-step gain of informed Player 1.
      
For a class of infinite signaling games, the perfect Bayesian equilibrium strategies of finite approximating games converge to equilibrium strategies of the infinite game.
      
A note on Buczolich's solution of the Weil gradient problem: a construction based on an infinite game
      
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  infinite games
We generalize Solovay's unfolding technique for infinite games and use an Unfolding Theorem to give a uniform method to prove that all analytic sets are in the -algebras of measurability connected with well-known forcing notions.
      
The results provide useful insights into both simultaneous-offers bargaining and the nature of the perfect equilibrium and similar concepts (such as stability and hyperstability) in infinite games.
      
By means of these powerful results we establish new approaches to the Theory of Infinite Linear Inequality Systems, Perfect Duality, Semi-infinite Games and Optimality Theory for non-differentiable convex Semi-Infinite Programming Problem.
      
Variants of two basic infinite games of perfect information are studied.
      
We study a family of infinite games with imperfect information introduced by B.
      
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In the paper,the properties of seddle-point solution(SPS) in two-person zero-sum duscrete infinite dynamic game is discussed and two counter-examples to disprove the references individual are given.Besides,two conjectures on SPS is shown in this paper.

本文针对两人零和离散动态无限对策,系统地讨论了各种信息意义下鞍点解的性质,举例说明了个别文中的错误,最后给出了两个猜想。

 
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