Ugo Bessi

most citedExistence of solutions of the master equation in the smooth case

7 citations · 7 across the 7 of their papers we have counts for

collaborators

Showing math.APShow all

4 papers · 1 filter

math.AP2016

Chaotic motions for a version of the Vlasov equation

Ugo Bessi

We consider a version of the Vlasov equation on the circle under a periodic potential $V (x, t)$ and a repulsing smooth interaction $W$ . We suppose that the Lagrangian for the single…

math.AP2016

A time-step approximation scheme for a viscous version of the Vlasov equation

Ugo Bessi

Gomes and Valdinoci have introduced a time-step approximation scheme for a viscous version of Aubry-Mather theory; this scheme is a variant of that of Jordan, Kinderlehrer and Otto…

math.AP2016

The stochastic value function on metric measure spaces

Ugo Bessi

Let $(S, d)$ be a compact metric space and let $m$ be a Borel probability measure on $(S, d)$ . We shall prove that, if $(S, d, m)$ is a $R C D (K, \infty)$ space, then the stochastic value…

math.AP2016★ 7 cited

Existence of solutions of the master equation in the smooth case

Ugo Bessi

We give a different proof of a theorem of W. Gangbo and A. Swiech on the short time existence of solutions of the master equation.