Calculus of Variations and Geometric Measure Theory

Durham Symposium on Mean Field Games

created by mészáros on 18 Jan 2025

25 mar 2025 - 28 mar 2025   [open in google calendar]

Durham, UK

This conference will gather researchers on the analysis, probabilistic aspects, numerical approximation and applications of Mean Field Games. Mean Field Games (a theory initiated independently by Lasry-Lions and Caines-Huang-Malhamé) are models describing limits of Nash equilibria of stochastic differential games when the number of agents tends to infinity. This theory is located at the crossroad of partial differential equations, probability theory, stochastic analysis and game theory and it has led to profound applications in a wide range of areas, such as in mathematical biology, engineering, economics, and mathematical finance.

We are pleased to announce that the 2025 Durham Pascal Lecture will be delivered during the symposium by Professor François Delarue (Université Côte d’Azur).

This will be a fully in-person event.

All are welcome to attend! Registration to this event is free but is required in order to attend.

Organizers: Alpár R. Mészáros, Yohance Osborne.

Speakers: David M. Ambrose, Martino Bardi, Jules Berry, Fabio Camilli, Pierre Cardaliaguet, Elisabetta Carlini, Annalisa Cesaroni, Jean-François Chassagneux, Marco Cirant, Francois Delarue, Roxana Dumitrescu, Katharina Eichinger, Rita Ferreira, P. Jameson Graber, Megan Griffin-Pickering, Ulrich Horst, Joe Jackson, Espen Jakobsen, Nikiforos Mimikos-Stamatopoulos, Sebastian Munoz, Alessio Porretta, Davide Radaelli, Benjamin Seeger, Iain Smears, Halil Mete Soner, Melih Ucer, Xin Zhang.