Display Abstract
Title Existence of boundary blow up solutions for singular or degenerate fully nonlinear equations
Name Francoise Demengel
Country France
Email demengel@math.u-cergy.fr
Co-Author(s) Olivier Goubet
Submit Time 2014-02-28 08:01:09
Session
Special Session 76: Viscosity, nonlinearity and maximum principle
Contents
We prove here the existence of boundary blow up solutions for fully nonlinear equations in general domains, for a nonlinearity satisfying Keller-Osserman type condition. If moreover the nonlinearity is non decreasing , we prove uniqueness for boundary blow up solutions on balls for operators related to Pucci's operators.
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