The Evolution of Cooperation in One-Shot Prisoner’s Dilemma Game

F. Buendía
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Abstract

Prisoner’s Dilemma provides a formal representation of a ubiquitous type of situations that arises when individual interests undermine the collective welfare of the group. Essentially, the pessimistic result of this game is due to the fact that defecting is the dominating strategy for every player, and the “cooperative” strategy profile (R,R) for the one-shot game Pareto-dominates the “no-cooperative” strategy equilibrium (P,P), where the payoffs obey T>R>P>S. This paper suggests and formalizes a theoretical alternative to escape from the Prisoner Dilemma’s non-cooperation trap. Specifically, it argues that if a critical mass of highly interested individuals with heterogeneous and interdependent preferences for a given public good and certain level of geographical, and social proximity among them are reached, full cooperation is achieved and collective action takes place which in turns leads to the acquisition of a specific public good.
单次囚徒困境博弈中合作的演化
囚徒困境提供了一种普遍存在的情况的正式表述,这种情况发生在个人利益损害群体的集体福利时。从本质上讲,这个博弈的悲观结果是由于背叛是每个参与人的主导策略,而帕累托单次博弈的“合作”策略profile (R,R)优于“不合作”策略均衡(P,P),后者的收益服从T>R>P>S。本文提出并形式化了一种摆脱囚徒困境非合作陷阱的理论选择。具体来说,它认为,如果高度感兴趣的个人达到临界质量,他们对某一公共利益具有异质和相互依赖的偏好,并且他们之间具有一定程度的地理和社会接近性,则可以实现充分的合作,并发生集体行动,从而导致获得特定的公共利益。
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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