以分数为媒介的相互同意和间接互惠
Marcus Frean1, Stephen Marsland2
1School of Engineering and Computer Science, Victoria University of Wellington, Wellington 6012, New Zealand.
概括
陌生人之间可以通过双方同意的分数管理,在没有监督的情况下出现合作. 这种类似于货币交换的系统,可以实现间接互惠和稳定的社会互动.
科学领域:
- 进化游戏理论的演化游戏理论.
- 行为经济学是一种行为经济学.
- 社会动态 社会动态
背景情况:
- 帮助陌生人是进化的挑战,尤其是在匿名互动中.
- 通过声誉评分的间接互惠促使合作,但需要监督以防止作弊.
研究的目的:
- 通过相互同意来调查分数管理,作为第三方监督的替代方案.
- 识别可以入侵和抵制人口入侵的合作策略.
主要方法:
- 数学证明和计算模拟.
- 分析一个简单的合作游戏与一个大的战略空间.
- 进化稳定性的分析.
主要成果:
- 对得分管理的相互同意使得无需外部监督的合作成为可能.
- 最成功的策略涉及增加得分,反映货币代币交换.
- 一个类似于货币的策略在进化上是稳定的,但不是分散的;得分保存有利于更多的类似于货币的策略.
结论:
- 协商一致的分数管理为匿名交互中的合作提供了一个可行的机制.
- 类似于货币系统的策略是有效的,但需要仔细实施去中心化.
- 评分动态,特别是零分数的代理人的存在,是这些类似货币的策略固有的.
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