Published Paper

Inserted: 30 jun 2025
Last Updated: 2 aug 2025

Journal: NoDEA
Year: 2025

Abstract:

We investigate local regularity properties of weak solutions to a broad class of nonlinear nonlocal kinetic Kolmogorov-Fokker-Planck equations. In particular, we focus on proving an interpolative apriori boundedness estimate for weak subsolutions in terms of a tail term encoding the nonlocal contributions of the diffusion

Download:

• AP25_Bounded-FokkerPlanck.pdf