Random conjugates of bankruptcy rules

Marieke Quant; Peter Borm

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Random conjugates of bankruptcy rules

机译：破产规则的随机共轭

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This article introduces and analyzes random conjugates of bankruptcy rules. A random conjugate is a rule which is derived from the definition of the underlying rule for two-claimant problems. For example, the random conjugate of the Aumann–Maschler rule yields an extension of concede-and-divide: the basic solution for bankruptcy problems with two claimants. Using the concept of random conjugates an alternative characterization of the proportional rule is provided. It turns out that the procedural definition of a random conjugate extends several of the properties of the underlying rule for two-claimant problems to the general domain of problems with an arbitrary number of claimants.

机译：本文介绍并分析了破产规则的随机共轭关系。随机共轭是一个规则，该规则是从两个索赔人问题的基本规则的定义中得出的。例如，Aumann–Maschler规则的随机共轭产生了让分和除法的扩展：这是两个索赔人破产问题的基本解决方案。使用随机共轭的概念，可以提供比例规则的替代特征。事实证明，随机共轭的过程定义将针对两个索赔人的问题的基本规则的某些属性扩展到任意数量的索赔人的问题的一般领域。

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《Social Choice and Welfare》 |2011年第2期|249-266|共18页
作者
Marieke Quant; Peter Borm;
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CentER and Department of Econometrics ampamp OR Tilburg University P.O. Box 90153 5000 LE Tilburg The Netherlands;

CentER and Department of Econometrics ampamp OR Tilburg University P.O. Box 90153 5000 LE Tilburg The Netherlands;

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Random conjugates of bankruptcy rules

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