The Reverse Talmud rule for bankruptcy problems applies the Constrained Equal Awards rule (CEA rule) for 'large' amounts of the estate, while it applies the Constrained Equal Losses rule (CEL rule) for 'small' amounts of the estate. The CEA rule, respectively CEL rule, can be axiomatized using the Exemption and Exclusion properties respectively. There is no rule that satisfies both these two properties. In this paper we axiomatize the Reverse Talmud rule by using compatible weaker versions of the Exemption and Exclusion properties. © 2013 Elsevier B.V. All rights reserved
In Fragnelli et al. (2014 and 2016), we considered a bankruptcy problem with the additional constrai...
We investigate the existence of consistent rules for the resolution of conflicting claims that gener...
Abstract: This article characterizes the per capita nucleolus for bankruptcy games as a bankruptcy r...
We introduce a new solution for bankruptcy problems that satisfies weaker versions of the Exemption ...
This paper analyzes a family of rules for bankruptcy problems that generalizes the so-called reverse...
This paper analyzes a family of solutions to bankruptcy problems that generalizes the Talmud rule (T...
This paper analyzes a family of rules for bankruptcy problems that generalizes the Talmud rule (T) a...
We characterize a family of bankruptcy rules on the basis of the consistency and additivity in a lim...
We study the implications of secured lower bound when imposed together with minimal rights first or ...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
This paper provides a comparative analysis of some classical solutions to bankruptcy problems from a...
This paper introduces a new way of representing bankruptcy rules.These representations are used to s...
This paper studies axiomatic characterizations of the constrained equal awards rule for bankruptcy p...
This paper explores the relative progressivity of the main bankruptcy rules in taxation problems. A ...
The bankruptcy problem involves the distribution of perfectly divisible goods. Particular attention ...
In Fragnelli et al. (2014 and 2016), we considered a bankruptcy problem with the additional constrai...
We investigate the existence of consistent rules for the resolution of conflicting claims that gener...
Abstract: This article characterizes the per capita nucleolus for bankruptcy games as a bankruptcy r...
We introduce a new solution for bankruptcy problems that satisfies weaker versions of the Exemption ...
This paper analyzes a family of rules for bankruptcy problems that generalizes the so-called reverse...
This paper analyzes a family of solutions to bankruptcy problems that generalizes the Talmud rule (T...
This paper analyzes a family of rules for bankruptcy problems that generalizes the Talmud rule (T) a...
We characterize a family of bankruptcy rules on the basis of the consistency and additivity in a lim...
We study the implications of secured lower bound when imposed together with minimal rights first or ...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
This paper provides a comparative analysis of some classical solutions to bankruptcy problems from a...
This paper introduces a new way of representing bankruptcy rules.These representations are used to s...
This paper studies axiomatic characterizations of the constrained equal awards rule for bankruptcy p...
This paper explores the relative progressivity of the main bankruptcy rules in taxation problems. A ...
The bankruptcy problem involves the distribution of perfectly divisible goods. Particular attention ...
In Fragnelli et al. (2014 and 2016), we considered a bankruptcy problem with the additional constrai...
We investigate the existence of consistent rules for the resolution of conflicting claims that gener...
Abstract: This article characterizes the per capita nucleolus for bankruptcy games as a bankruptcy r...