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Presenting an algorithm to find Nash equilibrium in two-person static games with many strategies

机译:提出了一种利用多种策略在两人静态游戏中寻找纳什均衡的算法

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This article attempts to present an algorithm to find Nash equilibrium point in large two-person static games. In static games, each player chooses his/her strategy simultaneously with other players. Equilibrium can be easily recognized in static games with a limited number of strategies. This paper focuses on two-person games in which each player deals with many strategies. After reviewing the literature, this article considers concepts such as game, equilibrium, and rationalism in order to identify the problem and the required methodology to solve it; eventually, a heuristic-meta heuristic algorithm will be presented to solve such problems which have been validated using a sample problem. (C) 2014 Elsevier Inc. All rights reserved.
机译:本文试图提出一种在大型两人静态游戏中寻找纳什均衡点的算法。在静态游戏中,每个玩家都与其他玩家同时选择自己的策略。在有限数量的静态游戏中,平衡很容易识别。本文着重于两人游戏,其中每个玩家应对许多策略。在回顾了文献之后,本文考虑了博弈,均衡和理性主义等概念,以识别问题以及解决该问题所需的方法。最终,将提出一种启发式元启发式算法来解决已通过样本问题验证的此类问题。 (C)2014 Elsevier Inc.保留所有权利。

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