2016
DOI: 10.2139/ssrn.2812606
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Proportionality, Equality, and Duality in Bankruptcy Problems with Nontransferable Utility

Abstract: This paper analyzes bankruptcy problems with nontransferable utility as a generalization of bankruptcy problems with monetary estate and claims. Following the classical axiomatic theory of bankruptcy, we formulate some appropriate properties for NTU-bankruptcy rules and study their implications. We explore duality of bankruptcy rules and we derive several characterizations of the generalized proportional rule and the constrained relative equal awards rule.

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Cited by 8 publications
(15 citation statements)
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“…A bankruptcy problem with nontransferable utility (cf. Dietzenbacher et al (2016)) is a triple (N, E, c) in which E ⊆ R N + is a nonempty, closed, bounded, comprehensive, and nonleveled estate, and c ∈ WUC(E) is a vector of claims. Let BR N denote the class of all bankruptcy problems with claimant set N .…”
Section: Note That Sp(e) ⊆ Wp(e) ⊆ Wuc(e) a Set Of Payoff Allocationmentioning
confidence: 99%
See 4 more Smart Citations
“…A bankruptcy problem with nontransferable utility (cf. Dietzenbacher et al (2016)) is a triple (N, E, c) in which E ⊆ R N + is a nonempty, closed, bounded, comprehensive, and nonleveled estate, and c ∈ WUC(E) is a vector of claims. Let BR N denote the class of all bankruptcy problems with claimant set N .…”
Section: Note That Sp(e) ⊆ Wp(e) ⊆ Wuc(e) a Set Of Payoff Allocationmentioning
confidence: 99%
“…The proportional rule Prop on BR N (cf. Dietzenbacher et al (2016)) assigns to any (E, c) ∈ BR N the payoff allocation…”
Section: Note That Sp(e) ⊆ Wp(e) ⊆ Wuc(e) a Set Of Payoff Allocationmentioning
confidence: 99%
See 3 more Smart Citations