We collect in these notes some results on the existence and uniqueness of classical solutions to viscous ergodic Mean-Field Game systems with local coupling. We present in particular some methods and ideas based on convex optimization techniques and elliptic regularity
First order kinetic mean field games formally describe the Nash equilibria of deterministic differen...
Abstract. We analyze a (possibly degenerate) second order mean field games system of partial differe...
We study a numerical approximation of a time-dependent Mean Field Game (MFG) system with local coupl...
We collect in these notes some results on the existence and uniqueness of classical solutions to vis...
Existence and uniqueness of a weak solution for first order mean field game systems with local coupl...
We address the numerical approximation of Mean Field Games with local couplings. For power-like Hami...
We consider time-dependent viscous mean-field games systems in the case of local, decreasing and unb...
We consider a system of mean field games with local coupling in the deterministic limit. Under gener...
We observe that mean-field game (MFG) systems admit a two-player infinite-dimensional general-sum di...
We consider degenerate second order mean field games systems with a local coupling. The starting poi...
We analyze a (possibly degenerate) second order mean field games system of partial differential equa...
First order kinetic mean field games formally describe the Nash equilibria of deterministic differen...
Abstract. We analyze a (possibly degenerate) second order mean field games system of partial differe...
We study a numerical approximation of a time-dependent Mean Field Game (MFG) system with local coupl...
We collect in these notes some results on the existence and uniqueness of classical solutions to vis...
Existence and uniqueness of a weak solution for first order mean field game systems with local coupl...
We address the numerical approximation of Mean Field Games with local couplings. For power-like Hami...
We consider time-dependent viscous mean-field games systems in the case of local, decreasing and unb...
We consider a system of mean field games with local coupling in the deterministic limit. Under gener...
We observe that mean-field game (MFG) systems admit a two-player infinite-dimensional general-sum di...
We consider degenerate second order mean field games systems with a local coupling. The starting poi...
We analyze a (possibly degenerate) second order mean field games system of partial differential equa...
First order kinetic mean field games formally describe the Nash equilibria of deterministic differen...
Abstract. We analyze a (possibly degenerate) second order mean field games system of partial differe...
We study a numerical approximation of a time-dependent Mean Field Game (MFG) system with local coupl...