二、按博弈中的策略来划分 1、有限博弈（Finite Games）：一个博弈中每个博弈方的策略数都是有限的； 2、无限博弈（Infinite Games） ：一个博弈中至少有某些博弈方的策略有无限多个。
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借助于优雅数学的表述，纳什告诉人们：每一场参与者数量有限每一位参与者可供选择的选项数量也是有限的“博弈”都至少会有一个这样的均衡。
With a flourish of elegant mathematics, Nash showed that every "game" with a finite number of players, each with a finite number of options to choose from, would have at least one such equilibrium.
将风险引入矩阵对策，对二人有限策略博弈的理论研究具有十分重要的意义。
For the study of strategy game theory, it is important to introduce risk into matrix countermeasure.
本文基于对研究生有限理性假设的基础上，站在博弈理论中“囚徒困境”以及重复博弈等部分视角构建模型，进行分析。
This article is based on rational assumptions of postgraduate limited basis, the use of game theory"prisoners dilemma"and repeat the game some perspective, a model for analysis.
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