On the Höpf Boundary Lemma for quasilinear problems involving singular nonlinearities and applications

Abstract

In this paper we consider positive solutions to quasilinear elliptic problem with singular nonlinearities. We provide a Höpf type boundary lemma via a suitable scaling argument that allows to deal with the lack of regularity of the solutions up to the boundary.

References in corpus (1)

• Finite and Infinite energy solutions of singular elliptic problems: Existence and Uniqueness

Cited by in corpus (2)

• A fractional Laplacian problem with mixed singular nonlinearities and nonregular data
• Nonlocal Lazer-McKenna type problem perturbed by the Hardy's potential and its parabolic equivalence