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Enumeration of All the Extreme Equilibria in Game Theory: Bimatrix and Polymatrix Games

机译:博弈论中所有极端均衡的枚举:Bimatrix和Polymatrix游戏

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摘要

Bimatrix and polymatrix games are expressed as parametric linear 0–1 programs. This leads to an algorithm for the complete enumeration of their extreme equilibria, which is the first one proposed for polymatrix games. The algorithm computational experience is reported for two and three players on randomly generated games for sizes up to 14 × 14 and 13 × 13 × 13.
机译:Bimatrix和多矩阵博弈表示为参数线性0–1程序。这导致了一种完全枚举它们的极端平衡的算法,这是针对多矩阵游戏提出的第一个算法。报告了两个和三个玩家在随机生成的游戏中的算法计算经验,这些游戏的大小最大为14×14和13×13×13。

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