The paper examines the problem of aggregating infinite utility streams with a social welfare function which respects the Anonymity and Weak Pareto Axioms. It provides a complete characterization of domains (of the one period utilities) on which such an aggregation is possible. A social welfare function satisfying the Anonymity and Weak Pareto Axioms exists on precisely those domains which do not contain any set of the order type of the set of positive and negative integers. The criterion is applied to decide on possibility and impossibility results for a variety of domains. It is also used to provide an alternative formulation of the characterization result in terms of the accumulation points of the domain
This paper introduces the 'Extended Pareto' axiom on Social welfare functions and gives a characteri...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
This paper revisits Diamond’s classical impossibility result regarding the ordering of infinite util...
The present paper examines the problem of aggregating infinite utility streams with a social welfare...
We study the nature (constructive versus non-constructive) and the issue of real-valued representabi...
The paper examines the problem of explicit description of a social welfare order over infinite utili...
This paper examines the existence of social welfare functions satisfying some reasonable axioms of d...
This Version: August, 2011This paper examines the logical relationship between distributive equity a...
The original publication is available at www.springerlink.comWe introduce a new Pareto-type criterio...
[EN]This investigation focuses on the aggregation of infinite utility streams by social welfare func...
This paper examines the representation and explicit description of social welfare orders on infinite...
This paper examines the logical relationship between distributive equity and efficiency in aggregati...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
In ordering in_nite utility streams, anonymity and Pareto are considered two basic principles. Anony...
We analyze the preference aggregation problem without the assumption that individuals and society ha...
This paper introduces the 'Extended Pareto' axiom on Social welfare functions and gives a characteri...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
This paper revisits Diamond’s classical impossibility result regarding the ordering of infinite util...
The present paper examines the problem of aggregating infinite utility streams with a social welfare...
We study the nature (constructive versus non-constructive) and the issue of real-valued representabi...
The paper examines the problem of explicit description of a social welfare order over infinite utili...
This paper examines the existence of social welfare functions satisfying some reasonable axioms of d...
This Version: August, 2011This paper examines the logical relationship between distributive equity a...
The original publication is available at www.springerlink.comWe introduce a new Pareto-type criterio...
[EN]This investigation focuses on the aggregation of infinite utility streams by social welfare func...
This paper examines the representation and explicit description of social welfare orders on infinite...
This paper examines the logical relationship between distributive equity and efficiency in aggregati...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
In ordering in_nite utility streams, anonymity and Pareto are considered two basic principles. Anony...
We analyze the preference aggregation problem without the assumption that individuals and society ha...
This paper introduces the 'Extended Pareto' axiom on Social welfare functions and gives a characteri...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
This paper revisits Diamond’s classical impossibility result regarding the ordering of infinite util...