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Strategy Effectiveness of Game-Theoretical Solution Concepts in Extensive-Form General-Sum Games

机译:广泛形式的普通和游戏中游戏理论解决方案概念的战略效力

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Game theory describes the conditions for the strategies of rational agents to form an equilibrium. However, game theory can fail from the prescriptive viewpoint and can serve only as a heuristic recommendation for agents. There exists a plethora of game theoretic solution concepts, however, their effectiveness has never been compared; hence, there is no guideline for selecting correct algorithm for a given domain. Therefore, we compare the effectiveness of solution-concept strategies and strategies computed by Counterfactual regret minimization (CFR) and Monte-Carlo tree search in practice. Our results show that (1) CFR strategies are typically the best, and (2) the effectiveness of the refinements of NE depends on the utility structure of the game.
机译:博弈论描述了合理试剂策略形成均衡的条件。 然而,博弈论可能从规定的角度失败,并且只能作为代理商的启发式推荐。 存在过多的游戏理论溶液概念,然而,他们的有效性从未比较; 因此,没有用于为给定域选择正确算法的指导。 因此,我们可以在实践中比较解决方案 - 概念策略和策略和蒙特卡罗树搜索所计算的解决方案概念策略和策略。 我们的结果表明,(1)CFR策略通常是最好的,(2)NE改进的有效性取决于游戏的公用事业结构。

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