In October 2012 the Nobel prize was attributed to Al Roth and Lloyd Shapley for their work on matching. Both the seminal Gale-Shapley (1962) paper and most of Roth’s work were concerned with allocation mechanisms when prices or other transfers cannot be used—what we will call non-transferable utility (NTU) in this survey. Gale and Shapley used college admissions, marriage, and roommate assignments as examples; and Roth’s fundamental work in market design has led to major improvements in the National Resident Matching Program (Roth and Peranson 1999) and to the creation of a mechanism for kidney exchange (Roth, Sönmez and Ünver 2004.) The resulting insights have been applied to a host of issues, including the allocation of students to school...
Lloyd Shapley and Alvin E. Roth have recently been awarded the Nobel Prize in Economics for their wo...
This paper studies rigidities in sharing joint payoffs (non-transferability) as a source of excessiv...
Matching theory studies how agents and/or objects from different sets can be matched with each other...
We introduce an empirical framework for models of matching with imperfectly transferable utility and...
Family economics is the sub-discipline in labor economics that applies household decision-making pro...
Financial support received from the Spanish Ministry of Economy and Competitiveness, through the Sev...
The Sveriges Riksbank Prize in Economic Sciences in Memory of Alfred Nobel 2012 was awarded jointly ...
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 characterize solutions for two-sided matching, both in the transferable- and in the nontransferab...
We study partial identification of the preference parameters in the one-to-one matching model with p...
This dissertation consists of three chapters that study econometrics questions and their application...
The extent to which like-with like marry is particularly important for inequality as well as for the...
Matching markets are common methods to allocate resources around the world. There are two kinds of m...
It is well-known that economics is the science of allocating scarce resources. Often this is done us...
Lloyd Shapley and Alvin E. Roth have recently been awarded the Nobel Prize in Economics for their wo...
This paper studies rigidities in sharing joint payoffs (non-transferability) as a source of excessiv...
Matching theory studies how agents and/or objects from different sets can be matched with each other...
We introduce an empirical framework for models of matching with imperfectly transferable utility and...
Family economics is the sub-discipline in labor economics that applies household decision-making pro...
Financial support received from the Spanish Ministry of Economy and Competitiveness, through the Sev...
The Sveriges Riksbank Prize in Economic Sciences in Memory of Alfred Nobel 2012 was awarded jointly ...
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 characterize solutions for two-sided matching, both in the transferable- and in the nontransferab...
We study partial identification of the preference parameters in the one-to-one matching model with p...
This dissertation consists of three chapters that study econometrics questions and their application...
The extent to which like-with like marry is particularly important for inequality as well as for the...
Matching markets are common methods to allocate resources around the world. There are two kinds of m...
It is well-known that economics is the science of allocating scarce resources. Often this is done us...
Lloyd Shapley and Alvin E. Roth have recently been awarded the Nobel Prize in Economics for their wo...
This paper studies rigidities in sharing joint payoffs (non-transferability) as a source of excessiv...
Matching theory studies how agents and/or objects from different sets can be matched with each other...