Everywhere regularity for vectorial integral with non standard growth

Mascolo, Elvira

This is a review paper about Lipschitz regularity results for local minimizers of functionals of Calculus of Variations obtained in several papers by the author. More precisely, we consider integral functionals in the vectorial case, where the energy density satisfies non standard p-q conditions and general growth , the exponential behavior being allowed too. Examples and applications and a quite complete bibliography on the subject are also given.

trova@unifi

Titolo:	Everywhere regularity for vectorial integral with non standard growth
Autori di Ateneo:	MASCOLO, ELVIRA
Autori:	MASCOLO, ELVIRA
Data di pubblicazione:	2004
Rivista:	FAR EAST JOURNAL OF APPLIED MATHEMATICS
Volume:	Vol. 15. N. 9
Pagina iniziale:	185
Pagina finale:	204
Abstract:	This is a review paper about Lipschitz regularity results for local minimizers of functionals of Calculus of Variations obtained in several papers by the author. More precisely, we consider integral functionals in the vectorial case, where the energy density satisfies non standard p-q conditions and general growth , the exponential behavior being allowed too. Examples and applications and a quite complete bibliography on the subject are also given.
Handle:	http://hdl.handle.net/2158/339147
Appare nelle tipologie:	1a - Articolo su rivista

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