This paper discusses the mixed strategies and Nash Equilibrium of game theory with sequential payoff function.

讨论了具有连续支付函数博弈的混合策略及其纳什均衡。

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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.

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。

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The travel agency must provide high quality travel to keep the stable long profit from the equilibrium result of infinitely repeated game.

从无限次重复博弈及其均衡结果得出，旅行社要保持长期的稳定收益必须提供高质量的半自助旅游产品。

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In the case of the Investor Game last week, every player preferred one equilibrium to the other.

比如上一讲投资博弈中,每个参与人都偏好同一个均衡

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How do we know that's the Nash Equilibrium of that game?

我们怎么知道1是纳什均衡呢

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Now, with this in hand, what I want to do is, and in Firm 2 I have a similar expression, what I want to do is, I want to figure out the Nash Equilibrium of this game.

知道它了以后,因为公司2的表达式也是相似的,接下来我们就可以尝试找出纳什均衡了

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