Alfred Galichon
Alfred Galichon has a total of 13 co-authors. Here are the top co-authors by number of shared publications:
- Scott Duke Kominers
Harvard University
3 shared publications - Simon Weber
Economics Department Sciences Po Paris. Address: Sciences Po
2 shared publications Bernard Magnac
1 shared publicationEdoardo Chiappori
1 shared publicationHeidi Salanié
1 shared publicationJames He
1 shared publication
Latest Publications
- Open Access
The nonlinear Bernstein-Schrödinger equation in Economics
In this paper we relate the Equilibrium Assignment Problem (EAP), which is underlying in several economics models, to a system of nonlinear equations that we call the "nonlinear Bernstein-Schr\"odinger system", which is well-known in the linear case, but whose nonlinear extension does not seem to have been studied. We apply this connection to derive an existence result for the EAP, and an efficient computational method.
Open AccessThe nonlinear Bernstein-Schrödinger equation in Economics
In this paper we relate the Equilibrium Assignment Problem (EAP), which is underlying in several economics models, to a system of nonlinear equations that we call the "nonlinear Bernstein-Schr\"odinger system", which is well-known in the linear case, but whose nonlinear extension does not seem to have been studied. We apply this connection to derive an existence result for the EAP, and an efficient computational method.
- 1 January 2015
- Published by Springer Nature in Lecture Notes in Computer Science
- p. 51-59
The Nonlinear Bernstein-Schrödinger Equation in Economics
- 1 January 2015
- Published by Springer Nature in Lecture Notes in Computer Science
- p. 51-59
The Nonlinear Bernstein-Schrödinger Equation in Economics
- Open Access
An Empirical Framework for Matching with Imperfectly Transferable Utility
We introduce an empirical framework for models of matching with imperfectly transferable utility and unobserved heterogeneity in tastes. Our framework includes as special cases the classic fully- and non-transferable utility models, collective models, and settings with taxes on transfers, deadweight losses, and risk aversion. We characterize equilibrium and conditions for identification, and derive comparative statics.
Open AccessAn Empirical Framework for Matching with Imperfectly Transferable Utility
We introduce an empirical framework for models of matching with imperfectly transferable utility and unobserved heterogeneity in tastes. Our framework includes as special cases the classic fully- and non-transferable utility models, collective models, and settings with taxes on transfers, deadweight losses, and risk aversion. We characterize equilibrium and conditions for identification, and derive comparative statics.