Approximation Notions in Concave Games

E. Melo
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Abstract

This paper studies three different approximation concepts in the context of n-person concave games. Formally, we establish the precise relationship between the notions of e-Nash Equilibrium, $\hate-approximate solution, and δ-near Nash equilibrium. We apply our results to the class of Lipschitz games and discrete network games respectively.
凹对策中的近似概念
本文研究了n人凹对策中三种不同的近似概念。在形式上,我们建立了e-纳什均衡、$\ \ -近似解和δ-近纳什均衡之间的精确关系。我们将结果分别应用于Lipschitz对策和离散网络对策。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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