Published Paper

Inserted: 16 dec 2013
Last Updated: 24 mar 2021

Journal: Rend. Sem. Mat. Univ. Padova
Pages: 14
Year: 2013

Abstract:

We solve a class of weighted isoperimetric problems of the form \[ \min \left\{ \int_{\partial E}we^V dx :\int_E e^V dx = {\rm constant} \right\} \] where w and V are suitable functions on $R^N$. As a consequence, we prove a comparison result for the solutions of degenerate elliptic equations.

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