Sub-elliptic boundary value problems in flag domains

Abstract: I will talk about solving the sub-Laplacian Dirichlet and Neumann problems with $L^2$ boundary data in “flag domains” of the first Heisenberg group. These are domains bounded by a vertically ruled Lipschitz graph. The solutions are obtained via the method of layer potentials. This is joint work with Michele Villa.

analysis of PDEsdifferential geometrymetric geometry

Audience: researchers in the topic

International sub-Riemannian seminar

Series comments: Description: Research seminars in sub-Riemannian geometry