Professor Michal Fabinger, University of Tokyo

The theme of this talk is avoiding restrictive assumptions in economic modelling without sacrificing tractability. The first part of the talk is based on work with Takanori Adachi (Multidimensional Pass-Through and Welfare Measures under Oligopoly). It provides a substantial generalisation of the pass-through framework of Weyl & Fabinger (JPE 2013). We show how to incorporate arbitrary types of taxation and/or interventions, as well as firm heterogeneity, while keeping the economic relationships simple and transparent.

The second part of the talk is based on work with Glen Weyl (Functional Forms for Tractable Economic Models and the Cost Structure of International Trade). We show how to obtain closed-form solutions to economic models while relaxing assumptions such as constant-elasticity demand or constant marginal cost. We use these techniques to gain numerical tractability within a large-scale, computationally intensive model of global trade flows. Our results provide a solution to the long-standing trade cost puzzle of international trade: we can explain the observed rapid falloff of trade with distance without an unrealistically strong distance-dependence of trade costs.

Speaker bio

Michal Fabinger’s work focuses on industrial organisation, international trade, and spatial economics, as well as e-learning in developing countries. Michal completed a PhD in Physics at Stanford University and in Economics at Harvard University. He served as an Assistant Professor at the Pennsylvania State University and at the University of Tokyo. He teaches international economics, asset pricing, data science, and deep learning.

House icon Address

Castle Teaching Room (Cambridge Judge Business School)
Trumpington St
Cambridge
CB2 1AG

Clock icon Date & time

Date: 12 March 2019
Start Time: 12:30
End Time: 14:00

People icon Audience

Open to: Members of the University of Cambridge

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Event location


Trumpington St
Cambridge
CB2 1AG

Event timings

Date: 12 March 2019
Start Time: 12:30
End Time: 14:00