Voir http://basepub.dauphine.fr/xmlui/handle/123456789/2263Nous introduisons ici une approche générale pour modéliser des jeux avec un très grand nombre de joueurs. Plus précisément, nous considérons des équilibres de Nash à N joueurs pour des problèmes stochastiques en temps long et déduisons rigoureusement les équations de type « champ moyen » quand N tend vers l'infini. Nous prouvons également des résultats généraux d'unicité et établissons la limite déterministe.We introduce here a general approach to model games with a large number of players. More precisely, we consider N players Nash equilibria for long term stochastic problems and establish rigorously the ‘mean field’ type equations as N goes to infinity. We also prove general uniqu...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
We study the asymptotic organization among many optimizing individu- als interacting in a suitable “...
This thesis investigates cases when solutions to a mean field game (MFG) are non-unique. The symmetr...
The purpose of this thesis is to present several results on the restoration of uniqueness and select...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
Mean field games represent limit models for symmetric non-zero sum dynamic games when the number N o...
The Mean Field Games Theory was born to describe the behaviour of a N players system, which play the...
The mean field game theory was introduced in 2006 by Jean-Michel Lasry and Pierre-Louis Lions. It al...
We survey here some recent studies concerning what we call mean-field models by analogy with Statist...
Mean field games (MFGs) describe the limit, as $n$ tends to infinity, of stochastic differential gam...
For a mean field game model with a major and infinite minor players, we characterize a notion of Nas...
Voir http://basepub.dauphine.fr/xmlui/handle/123456789/2263Nous poursuivons dans cette Note notre ét...
La théorie des jeux en champ moyen constitue un formalisme puissant introduit récemmentpour étudier ...
International audienceMean-field games model the rational behavior of an infinite number of indistin...
Ce manuscrit a pour objectif de présenter plusieurs résultats de restauration d’unicité et de sélect...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
We study the asymptotic organization among many optimizing individu- als interacting in a suitable “...
This thesis investigates cases when solutions to a mean field game (MFG) are non-unique. The symmetr...
The purpose of this thesis is to present several results on the restoration of uniqueness and select...
These notes are an introduction to Mean Field Game (MFG) theory, which models differential games inv...
Mean field games represent limit models for symmetric non-zero sum dynamic games when the number N o...
The Mean Field Games Theory was born to describe the behaviour of a N players system, which play the...
The mean field game theory was introduced in 2006 by Jean-Michel Lasry and Pierre-Louis Lions. It al...
We survey here some recent studies concerning what we call mean-field models by analogy with Statist...
Mean field games (MFGs) describe the limit, as $n$ tends to infinity, of stochastic differential gam...
For a mean field game model with a major and infinite minor players, we characterize a notion of Nas...
Voir http://basepub.dauphine.fr/xmlui/handle/123456789/2263Nous poursuivons dans cette Note notre ét...
La théorie des jeux en champ moyen constitue un formalisme puissant introduit récemmentpour étudier ...
International audienceMean-field games model the rational behavior of an infinite number of indistin...
Ce manuscrit a pour objectif de présenter plusieurs résultats de restauration d’unicité et de sélect...
We consider $N$-player and mean field games in continuous time over a finite horizon, where the posi...
We study the asymptotic organization among many optimizing individu- als interacting in a suitable “...
This thesis investigates cases when solutions to a mean field game (MFG) are non-unique. The symmetr...