Boundary regularity at t=0 for a singular free boundary problem

• Author(s): Henriques, Eurica ; Urbano, José Miguel
• Date: 2005
• Persistent ID: http://hdl.handle.net/10316/11383
• Origin: Estudo Geral - Universidade de Coimbra
• Subject(s): Singular PDE; Boundary regularity; Intrinsic scaling; Stefan problem
• Document Type: Preprint
• Language: English

Description

In this note it is shown that the weak solutions of the Stefan problem for the singular p-Laplacian are continuous up to t = 0. The result is a follow-up to a recent paper of the authors concerning the interior regularity CMUC/FCT, Project POCI/MAT/57546/2004; PRODEP-FSE