1 citations · 1 across the 5 of their papers we have counts for
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Stationary equilibria and their stability in a Kuramoto MFG with strong interaction
Annalisa Cesaroni, Marco Cirant
Recently, R. Carmona, Q. Cormier, and M. Soner proposed a Mean Field Game (MFG) version of the classical Kuramoto model, which describes synchronization phenomena in a large popula…
Ergodic Mean Field Games: existence of local minimizers up to the Sobolev critical case
Marco Cirant, Alessandro Cosenza, Gianmaria Verzini
We investigate the existence of solutions to viscous ergodic Mean Field Games systems in bounded domains with Neumann boundary conditions and local, possibly aggregative couplings.…
On the improvement of Hölder seminorms in superquadratic Hamilton-Jacobi equations
Marco Cirant
We show in this paper that maximal -regularity for time-dependent viscous Hamilton-Jacobi equations with unbounded right-hand side and superquadratic -growth in the gradien…
Singular mean-filed games
Marco Cirant, Diogo A. Gomes, Edgard A. Pimentel +1
Here, we prove the existence of smooth solutions for mean-field games with a singular mean-field coupling; that is, a coupling in the Hamilton-Jacobi equation of the form $g(m)=-m^…
Mean Field Games models of segregation
Yves Achdou, Martino Bardi, Marco Cirant
This paper introduces and analyses some models in the framework of Mean Field Games describing interactions between two populations motivated by the studies on urban settlements an…