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math.AP2017
Uniqueness of solutions in Mean Field Games with several populations and Neumann conditions
Martino Bardi, Marco Cirant
We study the uniqueness of solutions to systems of PDEs arising in Mean Field Games with several populations of agents and Neumann boundary conditions. The main assumption requires…
math.AP2017
On non-uniqueness and uniqueness of solutions in finite-horizon mean field games
Martino Bardi, Markus Fischer
This paper presents a class of evolutive Mean Field Games with multiple solutions for all time horizons T and convex but non-smooth Hamiltonian H, as well as for smooth H and T lar…