Summary. A mechanism coalitionally implements a social choice set if any out-come of the social choice set can be achieved as a coalitional Bayesian Nash equilibrium of a mechanism and vice versa. We say that a social choice set is coalitionally implementable if there is a mechanism which coalitionally im-plements it. Our main theorem proves that a social choice set is coalitionally implementable if and only if it is interim individually rational, interim efficient, coalitional Bayesian incentive compatible, and satisfies a coalitional Bayesian monotonicity condition as well as a closure condition. As an application of our main result, we show that the private core and the private Shapley value of an economy with differential information ar...
This paper unifies the theories of Nash implementation and Bayesian implementation. Environments con...
Consider the problem of exact nash implementation of social choice correspondences. Define a lottery...
This paper unifies the theories of Nash implementation and Bayesian implementation in a single frame...
In the first essay, we analyze the necessary and sufficient conditions for coalitional Bayesian Nash...
This paper considers Bayesian and Nash implementation in exchange economic environments with state d...
Abstract. This paper considers Bayesian and Nash implementation in ex-change economic environments w...
This paper uni¯es the theories of Nash implementation and Bayesian im-plementation in a single frame...
Summary. The private core of an economy with differential information, (Yan-nelis (1991)), is the se...
In this paper, we introduce a sufficient condition on the domain of admissible preferences of a soci...
The dissertation is comprised of three distinct papers, linked primarily by their common basis in ga...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
We show that in oligopolistic markets the social choice correspondence which selects all socially ef...
We show that in oligopolistic markets the social choice correspondence which selects all socially ef...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
When environments are 'rich', single-valued social choice functions which are implementabl...
This paper unifies the theories of Nash implementation and Bayesian implementation. Environments con...
Consider the problem of exact nash implementation of social choice correspondences. Define a lottery...
This paper unifies the theories of Nash implementation and Bayesian implementation in a single frame...
In the first essay, we analyze the necessary and sufficient conditions for coalitional Bayesian Nash...
This paper considers Bayesian and Nash implementation in exchange economic environments with state d...
Abstract. This paper considers Bayesian and Nash implementation in ex-change economic environments w...
This paper uni¯es the theories of Nash implementation and Bayesian im-plementation in a single frame...
Summary. The private core of an economy with differential information, (Yan-nelis (1991)), is the se...
In this paper, we introduce a sufficient condition on the domain of admissible preferences of a soci...
The dissertation is comprised of three distinct papers, linked primarily by their common basis in ga...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
We show that in oligopolistic markets the social choice correspondence which selects all socially ef...
We show that in oligopolistic markets the social choice correspondence which selects all socially ef...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
When environments are 'rich', single-valued social choice functions which are implementabl...
This paper unifies the theories of Nash implementation and Bayesian implementation. Environments con...
Consider the problem of exact nash implementation of social choice correspondences. Define a lottery...
This paper unifies the theories of Nash implementation and Bayesian implementation in a single frame...