We investigate in this paper the theory and econometrics of optimal matchings with competing criteria. The surplus from a marriage match, for instance, may depend both on the incomes and on the educations of the partners, as well as on characteristics that the analyst does not observe. The social optimum must therefore trade off matching on incomes and matching on educations. Given a flexible specification of the surplus function, we characterize under mild assumptions the properties of the set of feasible matchings and of the socially optimal matching. Then we show how data on the covariation of the types of the partners in observed matches can be used to estimate the parameters that define social preferences over matches. We provide both ...
Authors of experimental, empirical, theoretical and computational studies of two-sided matching mark...
Men\u27s and women\u27s preferences are intercorrelated to the extent that men rank highly those wom...
Matching theory studies how agents and/or objects from different sets can be matched with each other...
We investigate in this paper the theory and econometrics of optimal matchings with competing criteri...
We investigate in this paper the theory and econometrics of optimal matchings with competing criteri...
We investigate a model of one-to-one matching with transferable utility when some of the characteris...
We construct a matching model on the marriage market along more than one characteristic, where indiv...
This dissertation studies equilibrium matching patterns in the marriage and labor markets when agent...
This paper studies a marriage market with heterogeneous preferences. Individuals have incentive to a...
We study partial identification of the preference parameters in the one-to-one matching model with p...
This paper provides closed-form formulas for a multidimensional two-sided matching problem with tran...
Bipartite matching problem is to study two disjoint groups of agents who need to be matched pairwis...
We introduce an empirical framework for models of matching with imperfectly transferable utility and...
Introduction Many economic problems concern the need to match members of one group of agents with o...
In October 2012 the Nobel prize was attributed to Al Roth and Lloyd Shapley for their work on matchi...
Authors of experimental, empirical, theoretical and computational studies of two-sided matching mark...
Men\u27s and women\u27s preferences are intercorrelated to the extent that men rank highly those wom...
Matching theory studies how agents and/or objects from different sets can be matched with each other...
We investigate in this paper the theory and econometrics of optimal matchings with competing criteri...
We investigate in this paper the theory and econometrics of optimal matchings with competing criteri...
We investigate a model of one-to-one matching with transferable utility when some of the characteris...
We construct a matching model on the marriage market along more than one characteristic, where indiv...
This dissertation studies equilibrium matching patterns in the marriage and labor markets when agent...
This paper studies a marriage market with heterogeneous preferences. Individuals have incentive to a...
We study partial identification of the preference parameters in the one-to-one matching model with p...
This paper provides closed-form formulas for a multidimensional two-sided matching problem with tran...
Bipartite matching problem is to study two disjoint groups of agents who need to be matched pairwis...
We introduce an empirical framework for models of matching with imperfectly transferable utility and...
Introduction Many economic problems concern the need to match members of one group of agents with o...
In October 2012 the Nobel prize was attributed to Al Roth and Lloyd Shapley for their work on matchi...
Authors of experimental, empirical, theoretical and computational studies of two-sided matching mark...
Men\u27s and women\u27s preferences are intercorrelated to the extent that men rank highly those wom...
Matching theory studies how agents and/or objects from different sets can be matched with each other...