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The purpose of this article is to study two indexes, the marginal index and the Banzhaf–Coleman index. For each of these two indexes, there is a corresponding reduced game that can be used to characterize it. In addition, we consider the efficient extensions of two indexes. In comparison to each characterization of two indexes, we establish a similar characterization for each extension of two indexes through an identical approach. Finally, for each of two efficient indexes, we propose a dynamic process leading to that corresponding efficient index, starting from an arbitrary efficient payoff vector. 相似文献
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Theory and Decision - 相似文献
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We consider the problem of sharing the cost of a public facility among agents who have different needs for the facility. We
show that the nucleolus is the only rule satisfying equal treatment of equals, last-agent cost additivity, and consistency. 相似文献
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