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|Title:||Parabolic p-Laplacian revisited : global regularity and fractional smoothness|
|Author:||de Miranda, Luis H.|
|Abstract:||This paper presents an investigation on the existence, fractional and classical regularity in vector-valued Banach spaces for the solutions of a family of evolutive p-Laplacian-like equations subject to Neumann boundary conditions. Global space-time regularity to the solution and its time derivative in Nikolskii and Slobodeckii spaces is discussed and improved C-1-weak regularity for a class of intermediate dual spaces is obtained. Moreover, precise energy estimates showing the influence of the degeneracy pattern of the equation are provided|
|Subject:||Banach, Espaços de|
|Appears in Collections:||IMECC - Artigos e Outros Documentos|
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