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首页> 外文期刊>Journal of public economic theory >A Strategic Implementation of the Shapley Value for the Nested Cost-Sharing Problem
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A Strategic Implementation of the Shapley Value for the Nested Cost-Sharing Problem

机译:嵌套成本分摊问题的Shapley值的战略实施

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摘要

When agents have different needs for a public facility but serving a given agent allows serving all agents with smaller needs than his without any extra cost, how should the agents divide the cost of the facility among themselves? We provide a strategic implementation of the Shapley value for this class of cost-sharing problems. We introduce a three-stage extensive form game that respects individual rationality and show that there is one and only one subgame-perfect equilibrium outcome of the game. Moreover, it is the allocation assigned by the Shapley value.
机译:如果代理商对公共设施有不同的需求,但是服务给定的代理商可以为所有需求比其较小的代理商提供服务,而无需任何额外费用,那么代理商应如何将设施的成本分摊?对于此类费用分摊问题,我们提供了Shapley值的战略实施。我们引入了一个三阶段的博弈形式博弈,该博弈尊重个体的理性,并表明只有一个子博弈完美的博弈均衡结果。此外,它是Shapley值分配的分配。

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