有限资源博奕

Infinite Resourse Game

主要讨论了矩阵博奕中一类比较重要的博奕———有限资源博奕 ,将盖尔定理 ( 1 95 7)推广到“局中人 1的最终支付值为以各阶段支付值为自变量的对称函数” ,最后给出了一个例子来验证所给出的定理。

The very important matrix game--infinite resourse game was discussed. Gale's theory has been generalized to that the agents'total payoff is a symmetric function of the argument--the payoffs of stages,then an example was given to examine the theorem provided by the author.