Mean Field Games: Recent Progress

Tentative Schedule

Through February 8, 2020

Participant List: 

  • David Ambrose (Drexel)
    • Title: Existence Resutls for a Mean Field Games Model of Household Wealth
  • Erhan Bayraktar (Michigan)
    • Title: Mean Field Interaction on Random Graphs with Dynamically Changing Multi-color Edges 
  • Charles Bertucci (Ecole Polytechinique, Paris)
    • Master Equation for the Planning Problem: The Finite State Space Case
  • Pierre Cardaliaguet (University of Paris-Dauphine)
  • Rene Carmona (Princeton)
    • Title: Graphon Games, Static and Dynamic Cases
  • Mark Cerenzia (Chicago)
    • The Dyson and Coulomb Games
  • Annalisa Cesaroni (Padova)
    • ​​​​​​​Title: Brake Orbits and Heteroclinic Connections for 1st Order Aggregative MFG
  • Marco Cirant (Padova)
    • ​​​​​​​Title: Multi-agent Optimal Control and Mean Field Limits with Density Constraints
  • Markus Fischer (Padova)
    • ​​​​​​​Title: Correlated Equilibria and Mean Field Games
  • Wilfrid Gangbo (UCLA)
    • ​​​​​​​Title: Master Equations for Deterministic Displacement Convex Potential Mean Field Games
  • Alessandro Goffi (GSSI-L' Aquila)
    • ​​​​​​​Regularity of Viscous Hamilton-Jacobi Equations with \(L^p\) Terms
  • Diogo Gomes (KAUST)
    • ​​​​​​​Title: New Estimates for First-order Mean-Field Games using Displacement Convexity
  • Jameson Graber (Baylor)
    • ​​​​​​​Title: Weak Solutions for Variational Mean Field Games of Controls
  • Daniel Lacker (Columbia)
    • ​​​​​​​Title: The Mean Field Game Convergence Problem and Superposition Principles
  • Mathieu Laurière (Princeton)
    • ​​​​​​​Title: On Machine Learning Methods for Mean Field Games and Mean Field Control
  • Olivier Ley (Rennes)
    • ​​​​​​​Title: Mean Fields Games on Networks
  • Pierre-Louis Lions (College de France)
    • ​​​​​​​Title: Generalized Mean Field Games
  • Claudio Marchi (Padova)
    • ​​​​​​​Title: Deterministics MFGs with Control on the Acceleration
  • Guillherme Mazanti (Paris-Orsay)
    • ​​​​​​​Title: Second Order Minimal-time Mean Field Games
  • Chenchen Mou
    • ​​​​​​​Title: Weak Solutions of Mean Field Game Master Equations
  • Marcel Nutz
    • ​​​​​​​Title: Fine Properties of the Optimal Skorokhod Embedding Problem
  • Alessio Poretta (Roma 2)
    • ​​​​​​​Title: Long Time Behavior of Mean-Field Games
  • Kavita Ramanan (Brown)
    • ​​​​​​​Title: Large Deviations and Concentration Results for Mean-Field Games
  • Filippo Santambrogio (Lyon)
    • ​​​​​​​Title: \(L^\infty\) Bounds in 1st Order Local Variational MFG: Techniques and Applications
  • Takis Souganidis (Chicago)
  • Daniella Tonon (University of Paris-Dauphine)
    • ​​​​​​​Title: The Mean Field Schrödinger Problem

Partially Supported by AFOSR, ANR, and the University of Chicago

Event Type


Feb 5