Bayes–Nash equilibrium Epsilon-Nash equilibrium Fictitious play Simultaneous auctionsReferences [1] V. Krishna Auction Theory (2nd edition), Academic Press (2009) Google Scholar [2] R.D. McKelvey, A.M. McLennan, T.L. Turocy GAMBIT: Software tools for game theory http://www.gambit-project...
The game of \\emph{Showcase Showdown} with unlimited spins is investigated as an $n$-players continuous game, and the Nash Equilibrium strategies for the players are obtained. The sequential game with information on the results of the previous players is studied, as well as three variants: ...
纳什均衡解Nash equilibrium solution 纳什均衡理论Nash Equilibrium Theory 双语例句 1. A Nash equilibrium relies on the rationality of each player. 纳什均衡依赖于每个参与者的理性。 —— 给力词典精选 2. With backward induction, they have no reason to cooperate at any previous round of the game. ...
Nashequilibrium,subgameperfectequilibrium,and“backwardinduc- tion”canstillbedefined.Usingalemmaontopologicalsorting,this paperprovesthatthefollowingthreepropositionsareequivalent:1) Preferencesovertheoutcomesareacyclic.2)Everysequentialgame hasaNashequilibrium.3)Everysequentialgamehasasubgameper- ...
11. Evolutionary stability: cooperation, mutation, and equilibrium 12. Evolutionary stability: social convention, aggression, and cycles Midterm Exam 13. Sequential games: moral hazard, incentives, and hungry lions 14. Backward induction: commitment, spies, and first-mover advantages ...
This article describes ways that the definition of an equilibrium among players’ strategies in a game can be sharpened by invoking additional criteria derived from decision theory. Refinements of John Nash’s 1950 definition aim primarily to distinguish equilibria in which implicit commitments are credi...
The problem of establishing a fair bet between spatially separated gambler and casino can only be solved in the classical regime by relying on a trusted third party. By combining Nash-equilibrium theory with quantum game theory, we show that a secure, re
逆向归纳法(Backward Induction): 泽尔腾(R. Seleten, 1965)首次将动态分析引入博弈论,提出了纳什均衡的第一个重要改进――子博弈精炼纳什均衡(Sub-game Perfect Nash Equilibrium)和其求解方法――逆向归纳法(Backward Induction)。 博弈论专家常常使用“序惯理性”(Sequential rationality):指不论过去发生了什么,...
网络混合策略 网络释义 1. 混合策略 经原讲义ch15 |... ... 顺序赛局( Sequential Game)混合策略(Mixed Nash Equilibrium) 囚犯困境( The Prisoner ′s Dilemma) ... docs.com|基于2个网页
泽尔腾（R.Seleten,1965）首次将动态分析引入博弈论，提出了纳什均衡的第一个重要改进――子博弈精炼纳什均衡（Sub-gamePerfectNashEquilibrium）和其求解方法――逆向归纳法（BackwardInduction）。博弈论专家常常使用“序惯理性”(Sequentialrationality)：指不论过去发生了什么，参与人应该在博弈的每个时点上最优化自己的...