Display Abstract
Title Asymmetric Poincar\`e inequalities and applications to capillarity problems
Name Pierpaolo Omari
Country Italy
Email omari@units.it
Co-Author(s) Franco Obersnel and Sabrina Rivetti
Submit Time 2014-02-22 17:34:29
Session
Special Session 18: Nonlinear elliptic and parabolic problems
Contents
We first establish an asymmetric version of the Poincar\`e inequality in the space of bounded variation functions, then, basically relying on this result, we discuss the existence, the non- existence and the multiplicity of bounded variation solutions of a class of capillarity problems with asymmetric perturbations.
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