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Egalitarian equivalence and strategyproofness in the queueing problem

机译:排队问题中的均等性和策略证明

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摘要

We investigate the implications of egalitarian equivalence (Pazner and Schmeidler in Q J Econ 92:671-687, 1978) together with queue efficiency and strategyproofness in the context of queueing problems. We completely characterize the class of mechanisms satisfying the three requirements. Though there is no mechanism in this class satisfying budget balance, feasible mechanisms exist and we characterize the set of all such mechanisms. We also show that it is impossible to find a mechanism satisfying queue efficiency, egalitarian equivalence, and a stronger notion of strategyproofness called weak group strategyproofness. In addition, we show that generically there is no mechanism satisfying both egalitarian equivalence and no-envy.
机译:我们研究了均等主义的含义(Pazner和Schmeidler,在Q J Econ 92:671-687,1978),以及在排队问题中的排队效率和策略可靠性。我们完全刻画了满足这三个要求的机制类别。尽管此类中没有满足预算平衡的机制,但存在可行的机制,并且我们对所有此类机制的集合进行了描述。我们还表明,不可能找到一种满足队列效率,均等主义以及更强的策略证明概念的机制,即弱群体策略证明。此外,我们证明,一般而言,没有机制能够同时满足均等主义和无嫉妒。

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