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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★ 1 cited
On stationary fractional Mean Field Games
Annalisa Cesaroni, Marco Cirant, Serena Dipierro +2
We provide an existence result for stationary fractional mean field game systems, with fractional exponent greater than 1/2. In the case in which the coupling is a nonlocal regular…