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math.OC2024
A note on first order quasi-stationary Mean Field Games
Fabio Camilli, Claudio Marchi, Cristian Mendico
Quasi-stationary Mean Field Games models consider agents who base their strategies on current information without forecasting future states. In this paper we address the first-orde…
math.AP2024
Stationary Mean Field Games on networks with sticky transition conditions
Jules Berry, Fabio Camilli
We study stochastic Mean Field Games on networks with sticky transition conditions. In this setting, the diffusion process governing the agent's dynamics can spend finite time both…
math.OC2024
Learning equilibria in Cournot mean field games of controls
Fabio Camilli, Mathieu Laurière, Qing Tang
We consider Cournot mean field games of controls, a model originally developed for the production of an exhaustible resource by a continuum of producers. We prove uniqueness of the…