We study equity in economies where a set of agents commonly own a technology producing a non-rival good from their private contributions. A social ordering function associates to each economy a complete ranking of the allocations. We build social ordering functions satisfying the property that individual welfare levels exceeding a legitimate upper bound should be reduced. Combining that property with efficiency and robustness properties with respect to changes in the set of agents, we obtain a kind of welfare egalitarianism based on a constructed numerical representation of individual preferences
Using an extended framework in which an agent is endowed with three types of preference orders: an a...
A group of agents is collectively engaged in a joint productive activity. Each agent supplies an obs...
This version: November 2000 (First Version: January 2000)Arrow's celebrated theorem shows that the a...
We study fairness in economies with one private good and one partially excludable nonrival good. A s...
In a model of private good allocation, we construct social orderings which depend only on ordinal no...
We study fairness in economies with one private good and one partially excludable nonrival good. A s...
This Version June 2004Bibliography: p. 27-29We examine the possibility of constructing social orderi...
International audienceWe develop an approach which escapes Arrow's impossibility by relying on infor...
We study the problem of defining inequality-averse social orderings over the space of allocations in...
We review the theory of fairness as it pertains to concretely specified problems of resource allocat...
We study the construction of social ordering functions in a multidimensional allocation problem wher...
We reconsider the problem of aggregating individual preference orderings into a single social orderi...
This version: September 2002; First version: July 2002When we construct social preferences, the Pare...
Arrow’s celebrated theorem shows that the aggregation of individ-uals ’ preferences into a social or...
International audienceWe study fairness in economies where humans consume one private good and one p...
Using an extended framework in which an agent is endowed with three types of preference orders: an a...
A group of agents is collectively engaged in a joint productive activity. Each agent supplies an obs...
This version: November 2000 (First Version: January 2000)Arrow's celebrated theorem shows that the a...
We study fairness in economies with one private good and one partially excludable nonrival good. A s...
In a model of private good allocation, we construct social orderings which depend only on ordinal no...
We study fairness in economies with one private good and one partially excludable nonrival good. A s...
This Version June 2004Bibliography: p. 27-29We examine the possibility of constructing social orderi...
International audienceWe develop an approach which escapes Arrow's impossibility by relying on infor...
We study the problem of defining inequality-averse social orderings over the space of allocations in...
We review the theory of fairness as it pertains to concretely specified problems of resource allocat...
We study the construction of social ordering functions in a multidimensional allocation problem wher...
We reconsider the problem of aggregating individual preference orderings into a single social orderi...
This version: September 2002; First version: July 2002When we construct social preferences, the Pare...
Arrow’s celebrated theorem shows that the aggregation of individ-uals ’ preferences into a social or...
International audienceWe study fairness in economies where humans consume one private good and one p...
Using an extended framework in which an agent is endowed with three types of preference orders: an a...
A group of agents is collectively engaged in a joint productive activity. Each agent supplies an obs...
This version: November 2000 (First Version: January 2000)Arrow's celebrated theorem shows that the a...