Click on a title to see the slides of the corresponding talk.
Martino Bardi (Universita degli studi di Padova) On some degenerate elliptic Hamilton-Jacobi-Bellman equations
Guy Barles (University François-Rabelais Tours) Has HJnet brought something for the understanding of Hamilton-Jacobi Equations with discontinuities?
Pierre Cardaliaguet (University Paris-Dauphine) On the long time behavior of the mean field game system
Adina Ciomaga (Univerity Paris-Diderot) Large Time Behavior of Periodic Viscosity Solutions of Integro-differential Equations
Christian Claudel (The University of Texas at Austin) Network traffic state estimation using Hamilton-Jacobi equations
Rinaldo Colombo (Universita degli studi di Brescia) Controlling Structured Population Models
Andrea Davini (Universita "La Sapienza" di Roma) Convergence of the solutions in the ergodic approximation of the HJ equation
Roberto Ferretti (Roma Tre University) High order numerical schemes and value iteration
Jérémy Firozaly (École Nationale des Ponts et Chaussées) Homogenization of a 1D pursuit law with delay
Giulio Galise (Universita degli studi di Salerno) A junction condition by specified homogenization and application to traffic lights
Yoshikazu Giga (The University of Tokyo) On growth speed of a birth-spread model for two-dimensional nucleation on a crystal surface
Nao Hamamuki (Hokkaido University) A discrete isoperimetric inequality on lattices
Cristopher Hermosilla (Louisiana State University) Discontinuous solutions of Hamilton-Jacobi-Bellman equations on networks
Hitoshi Ishii (Waseda University) The vanishing discount problem and generalized Mather measures
Shigeaki Koike (Tohoku University) Fully nonlinear uniformly elliptic/parabolic PDE with unbounded ingredients
Espen Jakobsen (Norwegian University of Science and Technology) "Optimal L1" theory for 2nd order HJB equations, duality, and anisotropic quasilinear degenerate parabolic equations
Pierre-Louis Lions (Collège de France) Viscosity solutions for multiple junctions (Part I)
Claudio Marchi (Universita degli studi di Padova) Homogenization of a mean field game system in the small noise limit
Vinh Duc Nguyen (Cardiff University) A new way to get the Lipschitz regularity results for nonlinear strictly elliptic equations and some applications
Alessio Porretta (Universita di Roma Tor Vergata) Weak solutions of mean field games systems
Panagiotis Souganidis (The University of Chicago) Viscosity solutions for multiple junctions (Part II)
Erwin Topp Paredes (Universidad de Santiago de Chile) Solvability of Fractional Dirichlet Problems with Supercritical Grandient Terms
Maxime Zavidovique (University Pierre et Marie Curie) Aubry Mather theory for weakly coupled systems of Hamilton-Jacobi equations