Mathematical Research Letters
Volume 13 (2006)
Parabolic initial boundary value problems in nonsmooth cylinders with data in anisotropic Besov spaces
Pages: 825 – 831
We prove sharp well-posedness results for the Poisson problem for the heat operator in arbitrary Lipschitz cylinders with Dirichlet and Neumann boundary conditions, when the boundary data are in parabolic Besov spaces.
Published 1 January 2006