Emil J. Straube
The �Ý-Neumann problem is the fundamental boundary value problem in several complex variables. It features an elliptic operator coupled with non-coercive boundary conditions.
The problem is globally regular on many, but not all, pseudoconvex domains.
We discuss several recent developments in theL2-Sobolev theory of the �Ý-Neumann problem that concern compactness and global regularity.
© 2008-2024 Fundación Dialnet · Todos los derechos reservados