线性加性分解的2 × 2游戏:研究入门

Collabra Pub Date : 2023-01-01 DOI:10.1525/collabra.84916
Benjamin James Kuper-Smith, Christoph W. Korn
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引用次数: 0

摘要

2 × 2博弈(如囚徒困境)是研究合作和社会决策的经济博弈。线性加性分解游戏是2x2游戏的变体,可以改变游戏的框架,从而为研究人员提供额外的灵活性来测量偏好和社会认知,这是标准(矩阵形式)2x2游戏无法做到的。本文系统地介绍了线性加性分解的2 × 2对策。我们展示了哪些2x2博弈可以用线性加性的方式分解,以及如何计算给定博弈的可能分解。最后,我们提出分解博弈可能比矩阵博弈更有利于实验。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Linearly-Additive Decomposed 2 × 2 Games: A Primer for Research
2 × 2 games (such as the Prisoner’s Dilemma) are economic games for studying cooperation and social decision-making. Linearly-additive decomposed games are variants of 2 × 2 games that can change the framing of the game and thereby provide researchers with additional flexibility for measuring preferences and social cognition that would not be possible with standard (matrix-form) 2 × 2 games. In this paper, we provide a systematic overview of linearly-additive decomposed 2 × 2 games. We show which 2 × 2 games can be decomposed in a linearly-additive way and how to calculate possible decompositions for a given game. We close by suggesting for which experiments decomposed games might be more conducive than matrix games.
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