Add to ORKGopenThe purpose of this paper is to develop the mean field game theory with several populations. In particular we exploit the connection between the MFG system and master equation and at the end of this paper we show that the solution of the multi-popultaion Nash system converges to the solution of the multi-population master equation
We show the convergence of finite state symmetric N-player differential games, where players control...
We use a simple N-player stochastic game with idiosyncratic and common noises to introduce the conce...
Mean field games represent limit models for symmetric non-zero sum dynamic games when the number N o...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
We introduce a simple class of mean field games with absorbing boundary over a finite time horizon. ...
We introduce a simple class of mean field games with absorbing boundary over a finite time horizon. ...
This thesis focuses on Mean Field Game (MFG) theory with applications to consensus, flocking, leader...
For a class of finite horizon first order mean field games and associated N-player games, we give a ...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
Mean field games (MFGs) describe the limit, as $n$ tends to infinity, of stochastic differential gam...
Mean field games (MFGs) describe the limit, as $n$ tends to infinity, of stochastic differential gam...
We introduce a simple class of mean field games with absorbing boundary over a finite time horizon. ...
We show the convergence of finite state symmetric N-player differential games, where players control...
We use a simple N-player stochastic game with idiosyncratic and common noises to introduce the conce...
Mean field games represent limit models for symmetric non-zero sum dynamic games when the number N o...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
We introduce a simple class of mean field games with absorbing boundary over a finite time horizon. ...
We introduce a simple class of mean field games with absorbing boundary over a finite time horizon. ...
This thesis focuses on Mean Field Game (MFG) theory with applications to consensus, flocking, leader...
For a class of finite horizon first order mean field games and associated N-player games, we give a ...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
Mean field games (MFGs) describe the limit, as $n$ tends to infinity, of stochastic differential gam...
Mean field games (MFGs) describe the limit, as $n$ tends to infinity, of stochastic differential gam...
We introduce a simple class of mean field games with absorbing boundary over a finite time horizon. ...
We show the convergence of finite state symmetric N-player differential games, where players control...
We use a simple N-player stochastic game with idiosyncratic and common noises to introduce the conce...
Mean field games represent limit models for symmetric non-zero sum dynamic games when the number N o...