Divergence forms of the \infty\-Laplacian

Web of Science: 2 cites, Scopus: 2 cites, Google Scholar: cites

Data:	2006
Resum:	The central theme running through our investigation is the ∞-Laplacian operator in the plane. Upon multiplication by a suitable function we express it in divergence form, this allows us to speak of weak ∞-harmonic function in W 1,2 . To every ∞-harmonic function u we associate its conjugate function v. We focus our attention to the ﬁrst order Beltrami type equation for h = u + ıv.
Drets:	Tots els drets reservats.
Llengua:	Anglès
Document:	Article ; recerca ; Versió publicada
Matèria:	∞-Laplacian operator ; ∞-harmonic functions
Publicat a:	Publicacions matemàtiques, V. 50 n. 1 (2006) p. 229-248, ISSN 2014-4350

$Divergence forms of the \infty\-Laplacian$

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Registre creat el 2006-05-09, darrera modificació el 2022-02-20