Boundary singularities of N -harmonic functions
Rouba Borghol, Laurent Veron
Abstract
We construct N-harmonic functions in a domain with one isolated singularity on the boundary of the domain. By using solutions of the spherical p-harmonic spectral problem, we give an inductive method to produce a large variety of separable p-harmonic functions.
Create a lesson
Related papers
A Riesz-Map Preconditioned Extragradient Method for Price Formation in Mean Field Games
Yeva Gevorgyan, Diogo Gomes
An Aleksandrov estimate for kinetic equations with rough coefficients
Amĺie Loher, Connor Mooney, Clément Mouhot et al.
The Inviscid Limit in Uniformly Local Yudovich Spaces
Zachary Radke
Ground states and sharp logarithmic Sobolev inequalities for logarithmic Schrödinger equations with partial confinement
Baihong Li, Jarosław Mederski, Xiangjian Zeng
Existence and large-field asymptotics of Hopfions in a continuum model of frustrated magnets
Glal Bacho, Christof Melcher
Existence and uniqueness of bound states with prescribed number of nodes for nonlinear dispersive equations on spherically symmetric manifolds
Valentino Badalucco