Display Abstract

Title Neumann boundary value problems under the action of fractional diffusion

Name Benedetta Pellacci
Country Italy
Email pellacci@uniparthenope.it
Co-Author(s) Eugenio Monefusco, Gianmaria Verzini
Submit Time 2014-02-25 06:28:28
Session
Special Session 34: Variational methods for discrete and continuous boundary value problems (with applications)
Contents
The spectral square root of the Laplacian in bounded domains with Neumann homogeneous boundary conditions will be introduced and studied. Existence and uniqueness results for positive solutions are investigated in the case of indefinite nonlinearities of logistic type by means of bifurcation theory.