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'math+econ+code' masterclass
on discrete choice models
and demand estimation


June 10–12,  2025

This intensive course will be focused on discrete choice models and demand estimation, going over both theory and computational aspects. It will cover random utility models, extreme value theory, logistics regression, and characteristics-based models with the Berry-Levinsohn-Pakes (BLP) model. We will study illustrations ranging from matching problems to international trade.
 

The program of the class is as follows:
 

Day1a: RUM, DZW theorem, 

Day1b: Inversion theorem and linear programming approach

 

Day2a: Logistic regression

Day2b: Probit and GHK and quadrature and Gauss-Hermit polynomials

 

Day3a: Random coefficients logit

Day3b: BLP

 

Practical information

  • The course will be taught online over three consecutive days on Tuesday June 10, Wednesday June 11, and Thursday June 12, 2025.

  • The instructors are Alfred Galichon (professor of economics and of mathematics at NYU and principal investigator of the ERC-funded project 'equiprice' at Sciences Po) and Antoine Jacquet (post-doctoral researcher at SciencesPo, Paris). 

  • Applications are now open: you can apply here

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©2022 Alfred Galichon

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