Special Session 108: Regularity in local versus nonlocal problems
Fundamental regularity results for widely degenerate, doubly nonlinear anisotropic diffusion equations
Matias Vestberg
Uppsala Universitet Sweden
Co-Author(s): Pasquale Ambrosio, Simone Ciani
Abstract:
We investigate fundamental regularity properties of solutions to a class of widely degenerate, doubly nonlinear anisotropic diffusion equations. Special attention is devoted to finding the weakest integrability assumption for the right-hand side which allows the arguments to be carried out.