We study the equivalence between Bayes-Nash Incentive Compat-ibility (BIC) and Dominant Strategy Incentive Compatibility (DIC) in a standard social choice environment with linear utility and one-dimensional types. We consider two notions of equivalence: one based on agentsinterim utilities (U-equivalence), and a stronger one based on conditional expected probabilities of choosing each alternative (P-equivalence). Our main results are: 1) For any BIC mechanism there is a P-equivalent DIC mechanism in settings with two social alterna-tives. 2) We construct a symmetric, BIC mechanism for which there is no P-equivalent DIC mechanism in an example with three alterna-tives. 3) In general settings, for any symmetric BIC mechanism there exists a sy...
Abstract. We characterize full implementation of social choice sets in mixed-strategy Bayesian equil...
When environments are 'rich', single-valued social choice functions which are implementabl...
We extend the principal/one-agent model with countervailing incentives to a framework in which the p...
We study the equivalence between Bayes-Nash Incentive Compat-ibility (BIC) and Dominant Strategy Inc...
Abstract We consider a standard social choice environment with linear utility and one-dimensional ty...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
© 2013 The Econometric Society. We consider a standard social choice environment with linear utiliti...
We consider general social choice environments with private values and correlated types. Each agent'...
We extend the equivalence between Bayesian and dominant strategy implementation established by Gersh...
An allocation rule is called Bayes-Nash incentive compatible, if there exists a payment rule, such t...
We extend the equivalence between Bayesian and dominant strategy implementation (Manelli and Vincent...
An allocation rule is called bayes–nash incentive compatible, if there exists a payment rule, such t...
We characterize dominant-strategy incentive compatibility with multidimensional types. A determinist...
Abstract. We characterize full implementation of social choice sets in mixed-strategy Bayesian equil...
When environments are 'rich', single-valued social choice functions which are implementabl...
We extend the principal/one-agent model with countervailing incentives to a framework in which the p...
We study the equivalence between Bayes-Nash Incentive Compat-ibility (BIC) and Dominant Strategy Inc...
Abstract We consider a standard social choice environment with linear utility and one-dimensional ty...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
We consider a standard social choice environment with linear utilities and independent, one-dimensio...
© 2013 The Econometric Society. We consider a standard social choice environment with linear utiliti...
We consider general social choice environments with private values and correlated types. Each agent'...
We extend the equivalence between Bayesian and dominant strategy implementation established by Gersh...
An allocation rule is called Bayes-Nash incentive compatible, if there exists a payment rule, such t...
We extend the equivalence between Bayesian and dominant strategy implementation (Manelli and Vincent...
An allocation rule is called bayes–nash incentive compatible, if there exists a payment rule, such t...
We characterize dominant-strategy incentive compatibility with multidimensional types. A determinist...
Abstract. We characterize full implementation of social choice sets in mixed-strategy Bayesian equil...
When environments are 'rich', single-valued social choice functions which are implementabl...
We extend the principal/one-agent model with countervailing incentives to a framework in which the p...