Summer Schools

Rudiments of Optimal Transport and Mean Field Games I

Rudiments of Optimal Transport and Mean Field Games II

Optimal transport viewed as an elementary limit case of MFG: part I

Optimal transport viewed as an elementary limit case of MFG: part II

Stochastic Differential Games in Finite and Infinite Population Regimes I

Probabilistic compactification methods for mean field games I

A discussion of some algorithms for Hamilton-Jacobi equations in density space I

Stochastic Differential Games in Finite and Infinite Population Regimes II

Stochastic Differential Games in Finite and Infinite Population Regimes III

Mean field game models in pedestrian dynamics I

Probabilistic compactification methods for mean field games II

Probabilistic compactification methods for mean field games III

Mean field game models in pedestrian dynamics II

A discussion of some algorithms for Hamilton-Jacobi equations in density space II

Boltzmann mean field games I

Probabilistic compactification methods for mean field games IV

Boltzmann mean field games II

Explicit solutions for MFGs

Link between MFG and initial value problems: part I

Linear-quadratic mean-field-type games: Direct method I

Link between MFG and initial value problems: part II

Price formation models

A priori estimates for mean-field games

Mean field games via probability manifold I

Monotonicity methods for mean-field games

Linear-quadratic mean-field-type games: Direct method II

Public Lecture: The melting rubik cube: from fluids to combinatorics and vice versa

PDE Methods for Non-Separable Mean Field Games I: Data in the Wiener Algebra

Linear-quadratic mean-field-type games: Direct method III

PDE Methods for Non-Separable Mean Field Games II: Data in Sobolev Spaces (Part 1)

Mean field games via probability manifold II

PDE Methods for Non-Separable Mean Field Games III: Data in Sobolev Spaces (Part 2)

Linear-quadratic mean-field-type games: Direct method IV

PDE Methods for Non-Separable Mean Field Games IV: Further Topics