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Axiomatic characterization of the Nash and Kalai-Smorodinsky solutions for discrete bargaining problems

机译:Nash和Kalai-Smorodinsky解决方案的离散议价问题的公理化表征

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摘要

This paper addresses a problem in axiomatic bargaining, which is a natural variation of the classical models of Nash and Kalai-Smorodinsky. Departure from the convexity assumption is justified by situations where probability mixture of pure outcomes cannot be implemented. Applications of such problems concern integer allocations of a homogeneous product between two agents, and the problem of fair allocation of indivisible objects among two agents.
机译:本文解决了公理讨价还价中的一个问题,这是Nash和Kalai-Smorodinsky经典模型的自然变化。偏离凸性假设的理由是无法实现纯结果的概率混合。此类问题的应用涉及两个代理之间均质产品的整数分配,以及两个代理之间不可分割对象的公平分配问题。

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