We construct an elementary mechanism [dutta, b., sen, a., vohra, r., 1995. Nash implementation through elementary mechanisms in economic environments. Review of economic design 1, 173–203] that nash implements the constrained walrasian correspondence. We extend it to incomplete and non-exclusive information economies by enlarging the message space of agents. In addition, measurability restrictions on allocations with respect to prices proper to constrained rational expectations equilibria are imposed in the outcome function. We show that by imposing such restrictions, the mechanism bayesian implements the constrained rational expectations equilibrium correspondence. This result shows game-theoretic connections between these two market equil...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
International audienceWe deal with the problem of providing incentives for the implementation of com...
We consider a variant of the Tullock lottery contest. Each player’s constant marginal cost of effort...
We construct an elementary mechanism [dutta, b., sen, a., vohra, r., 1995. Nash implementation throu...
We construct an elementary mechanism (Dutta, Sen and Vohra (1995)) that Nash implements the Constrai...
Using an implementation approach, we investigate the connec-tions between Walrasian and Rational Exp...
I consider the implementation problem under complete information and employ Nash equilibrium as a so...
A game of incomplete information can be decomposed into a basic game and an information structure. T...
We are the first to introduce incomplete information to centralized many-to-one matching markets suc...
The field of algorithmic mechanism design is concerned with the design of computationally efficient ...
In this paper, we analyze the problem of designing incentive compatible mechanisms in pure exchange ...
In this paper, we continue to explore the equilibrium theory under ambiguity. For a model of a pure ...
The main result of this paper is that the multiple equilibrium problem in mechanism design can be av...
This paper identifies several social choice correspondences which are or are not fully implementable...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
International audienceWe deal with the problem of providing incentives for the implementation of com...
We consider a variant of the Tullock lottery contest. Each player’s constant marginal cost of effort...
We construct an elementary mechanism [dutta, b., sen, a., vohra, r., 1995. Nash implementation throu...
We construct an elementary mechanism (Dutta, Sen and Vohra (1995)) that Nash implements the Constrai...
Using an implementation approach, we investigate the connec-tions between Walrasian and Rational Exp...
I consider the implementation problem under complete information and employ Nash equilibrium as a so...
A game of incomplete information can be decomposed into a basic game and an information structure. T...
We are the first to introduce incomplete information to centralized many-to-one matching markets suc...
The field of algorithmic mechanism design is concerned with the design of computationally efficient ...
In this paper, we analyze the problem of designing incentive compatible mechanisms in pure exchange ...
In this paper, we continue to explore the equilibrium theory under ambiguity. For a model of a pure ...
The main result of this paper is that the multiple equilibrium problem in mechanism design can be av...
This paper identifies several social choice correspondences which are or are not fully implementable...
Bayesian equilibrium constitutes the prevailing solution concept for games with incomplete informati...
International audienceWe deal with the problem of providing incentives for the implementation of com...
We consider a variant of the Tullock lottery contest. Each player’s constant marginal cost of effort...