mura and Yves Sprumont for helpful comments. This paper investigates extensions of the two fundamental theorems of wel-fare economics to the framework in which each agent is endowed with three types of preference relations: an allocation preference relation, an oppor-tunity preference relation, and an overall preference relation. It is shown that, under certain conditions, the two theorems can be extended. It is also pointed out that the conditions underlying the positive results are restrictive. JEL Classification Numbers: D63, D71
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
Mathematical Economics is closely related with Social Choice Theory. In this paper, an attempt has b...
We review the theory of fairness as it pertains to concretely specified problems of resource allocat...
First Version: September 2001; This Version: January 2002This paper investigates extensions of the t...
In a non-welfaristic framework, Sen (1993) extends the first fundamental welfare theorem by demonstr...
We consider the aggregation of individual agents ’ von Neumann-Morgenstern’s util-ity functions into...
In economies with public goods, and agents with quasi-linear preferences, we give a characterization...
In economies with public goods, and agents with quasi-linear preferences, we give a characterization...
We extend the Second Fundamental Theorem of Welfare Economics in several directions. For pure exch...
We provide simple generalizations of the three principal theorems of general equilibrium (existence ...
Many normatively oriented economists, legal academics and other policy analysts appear to be welfar...
We study competitive market outcomes in economies where agents have other-regarding preferences (ORP...
We study competitive market outcomes in economies where agents have other-regarding preferences (ORP...
In this paper an interesting application of mathematics in economics is presented: the formulation o...
Determining the precise nature of the connection between preference, choice, and welfare has arguabl...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
Mathematical Economics is closely related with Social Choice Theory. In this paper, an attempt has b...
We review the theory of fairness as it pertains to concretely specified problems of resource allocat...
First Version: September 2001; This Version: January 2002This paper investigates extensions of the t...
In a non-welfaristic framework, Sen (1993) extends the first fundamental welfare theorem by demonstr...
We consider the aggregation of individual agents ’ von Neumann-Morgenstern’s util-ity functions into...
In economies with public goods, and agents with quasi-linear preferences, we give a characterization...
In economies with public goods, and agents with quasi-linear preferences, we give a characterization...
We extend the Second Fundamental Theorem of Welfare Economics in several directions. For pure exch...
We provide simple generalizations of the three principal theorems of general equilibrium (existence ...
Many normatively oriented economists, legal academics and other policy analysts appear to be welfar...
We study competitive market outcomes in economies where agents have other-regarding preferences (ORP...
We study competitive market outcomes in economies where agents have other-regarding preferences (ORP...
In this paper an interesting application of mathematics in economics is presented: the formulation o...
Determining the precise nature of the connection between preference, choice, and welfare has arguabl...
This paper introduces the "Extended Pareto" axiom on Social Welfare Functions and gives a characteri...
Mathematical Economics is closely related with Social Choice Theory. In this paper, an attempt has b...
We review the theory of fairness as it pertains to concretely specified problems of resource allocat...