Consider the following nine rules for adjudicating conflicting claims: the proportional, constrained equal awards, constrained equal losses, Talmud, Piniles’, constrained egalitarian, adjusted proportional, random arrival, and minimal overlap rules. For each pair of rules in this list, we examine whether or not the two rules are Lorenz comparable. We allow the comparison to depend upon whether the amount to divide is larger or smaller than the half-sum of claims. In addition, we provide Lorenz-based characterizations of the constrained equal awards, constrained equal losses, Talmud, Piniles’, constrained egalitarian, and minimal overlap rules.status: publishe
In this paper we introduce a new axiom, denoted claims separability, that is satisfied by several cl...
Agents involved in a conflicting claims problem may be concerned with the proportion of their claims...
We characterize the family of claims-inequality and claims-order preserving continuous rules in the ...
Consider the following nine rules for adjudicating conflicting claims: the proportional, constrained...
Consider the following nine rules for adjudicating conflicting claims: the pro-portional, constraine...
For the problem of adjudicating conflicting claims, we offer simple criteria to compare rules on the...
Consider the following nine rules for adjudicating conflicting claims: the proportional, constrained...
This paper reports an experimental study on three well-known solutions for problems of adjudicating ...
This paper reports an experimental study on three well-known solutions for problems of adjudicating ...
We investigate the existence of consistent rules for the resolution of conflicting claims that gener...
In a claims problem (O'Neill 1982), a group of individuals have claims on a resource but its endowme...
For the problem of adjudicating conflicting claims, a rule is consistent if the choice it makes for ...
We propose two axioms that introduce lower bounds into resource monotonicity requirements for rules ...
We study the behavior of rules for the adjudication of con°icting claims when there are a large numb...
For the problem of adjudicating conflicting claims, we consider the requirement that each agent shou...
In this paper we introduce a new axiom, denoted claims separability, that is satisfied by several cl...
Agents involved in a conflicting claims problem may be concerned with the proportion of their claims...
We characterize the family of claims-inequality and claims-order preserving continuous rules in the ...
Consider the following nine rules for adjudicating conflicting claims: the proportional, constrained...
Consider the following nine rules for adjudicating conflicting claims: the pro-portional, constraine...
For the problem of adjudicating conflicting claims, we offer simple criteria to compare rules on the...
Consider the following nine rules for adjudicating conflicting claims: the proportional, constrained...
This paper reports an experimental study on three well-known solutions for problems of adjudicating ...
This paper reports an experimental study on three well-known solutions for problems of adjudicating ...
We investigate the existence of consistent rules for the resolution of conflicting claims that gener...
In a claims problem (O'Neill 1982), a group of individuals have claims on a resource but its endowme...
For the problem of adjudicating conflicting claims, a rule is consistent if the choice it makes for ...
We propose two axioms that introduce lower bounds into resource monotonicity requirements for rules ...
We study the behavior of rules for the adjudication of con°icting claims when there are a large numb...
For the problem of adjudicating conflicting claims, we consider the requirement that each agent shou...
In this paper we introduce a new axiom, denoted claims separability, that is satisfied by several cl...
Agents involved in a conflicting claims problem may be concerned with the proportion of their claims...
We characterize the family of claims-inequality and claims-order preserving continuous rules in the ...