The Big M Game

Qeios Pub Date : 2024-05-09 DOI:10.32388/mh59xw
Kjetil Haugen, Knut P. Heen
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Abstract

This article discusses "extreme" Prisoner's Dilemma games, and questions Nash equilibrium as a solution concept in such situations. A slight reformulation of the concept is suggested, securing that a more reasonable solution is chosen. A SMALL WARNING TO THE READER: This article is special, not everything is true. That is, there are fictional parts. The reader is left for deciding what is fictional and what is science. Perhaps we could categorize the paper as a quiz where the objective is to rule out fictional parts from the content which at least is meant to be scientific.
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本文讨论了 "极端 "囚徒困境博弈,并对纳什均衡作为这种情况下的解法概念提出了质疑。本文建议对这一概念稍作重新表述,以确保选择更合理的解法。给读者的一个小警告:本文很特别,并非所有内容都是真实的,也就是说,其中有虚构的部分。读者可以自行决定哪些是虚构的,哪些是科学的。也许我们可以把这篇文章归类为一个小测验,目的是从内容中排除虚构部分,而内容至少应该是科学的。
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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