arXiv:2008.03754 [math.AP]AbstractReferencesReviewsResources
Convex Symmetrization for Anisotropic Elliptic Equations with a lower order term
Published 2020-08-09Version 1
We use "generalized" version of total variation, coarea formulas, isoperimetric inequalities to obtain sharp estimates for solutions (and for their gradients) to anisotropic elliptic equations with a lower order term, comparing them with the solutions to the convex symmetrized ones.
Comments: 16 pages
Journal: Rend. Acc. Sc. fi s. mat. Napoli Vol. LXXXI, (2014) 2 pp. 249-264
Categories: math.AP
Keywords: lower order term, anisotropic elliptic equations, convex symmetrization, total variation, coarea formulas
Tags: journal article
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