This paper analyzes a family of solutions to bankruptcy problems that generalizes the Talmud rule (T) and encompasses both the constrained equal-awards rule (A) and the constrained equal-losses rule (L). We study the structural properties of this family of rules and provide a characterization result. That allows us to identify the distinctive features of these three reference rules, T, A, L
The idea of ensuring a guarantee (a minimum amount of the resources) to each agent has recently acqu...
Bankruptcy problems arise when agents hold claims against a certain(perfectly divisible) good, and t...
The bankruptcy problem involves the distribution of perfectly divisible goods. Particular attention ...
This paper analyzes a family of rules for bankruptcy problems that generalizes the Talmud rule (T) a...
This paper analyzes a family of rules for bankruptcy problems that generalizes the so-called reverse...
This paper provides a comparative analysis of some classical solutions to bankruptcy problems from a...
We introduce a new solution for bankruptcy problems that satisfies weaker versions of the Exemption ...
We characterize a family of bankruptcy rules on the basis of the consistency and additivity in a lim...
The Reverse Talmud rule for bankruptcy problems applies the Constrained Equal Awards rule (CEA rule)...
This paper explores the relative progressivity of the main bankruptcy rules in taxation problems. A ...
We study the implications of secured lower bound when imposed together with minimal rights first or ...
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...
We provide a general coalitional procedure that characterizes a family of rules for bankruptcy probl...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
The idea of ensuring a guarantee (a minimum amount of the resources) to each agent has recently acqu...
Bankruptcy problems arise when agents hold claims against a certain(perfectly divisible) good, and t...
The bankruptcy problem involves the distribution of perfectly divisible goods. Particular attention ...
This paper analyzes a family of rules for bankruptcy problems that generalizes the Talmud rule (T) a...
This paper analyzes a family of rules for bankruptcy problems that generalizes the so-called reverse...
This paper provides a comparative analysis of some classical solutions to bankruptcy problems from a...
We introduce a new solution for bankruptcy problems that satisfies weaker versions of the Exemption ...
We characterize a family of bankruptcy rules on the basis of the consistency and additivity in a lim...
The Reverse Talmud rule for bankruptcy problems applies the Constrained Equal Awards rule (CEA rule)...
This paper explores the relative progressivity of the main bankruptcy rules in taxation problems. A ...
We study the implications of secured lower bound when imposed together with minimal rights first or ...
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...
We provide a general coalitional procedure that characterizes a family of rules for bankruptcy probl...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
The idea of ensuring a guarantee (a minimum amount of the resources) to each agent has recently acqu...
Bankruptcy problems arise when agents hold claims against a certain(perfectly divisible) good, and t...
The bankruptcy problem involves the distribution of perfectly divisible goods. Particular attention ...