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The Efficient Proportional Myerson Values for Hypergraph Games

机译:超图博弈的高效比例迈尔森值

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摘要

This study deals with a class of efficient extensions of Myerson value for games with hypergraph communication situations in which the surplus is allocated proportionally. We introduce w-fairness of surplus and provide axiomatic characterizations of the new allocation rule. Furthermore, we give an example of research fund distribution amongst researchers, compare the numerical results with several values, and realize other efficient extensions of Myerson value can be obtained depending on the different measure function w on the hypergraph.
机译:本研究涉及一类迈尔森值的有效扩展,适用于具有超图通信情况的博弈,其中盈余按比例分配。我们引入了盈余的公平性,并给出了新分配规则的公理化特征。此外,我们给出了一个研究经费在研究人员之间的分配示例,将数值结果与几个值进行了比较,并意识到根据超图上不同的测度函数w,可以得到迈尔森值的其他有效扩展。

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