1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.AP2017
A priori Hölder and Lipschitz regularity for generalized -harmonious functions in metric measure spaces
Ángel Arroyo, José G. Llorente
Let be a proper metric measure space and let be a bounded domain. For each , we choose a radius $0< \varrho (x) \leq \mathrm{dis…
math.AP2015★ 1 cited
On the asymptotic mean value property for planar p-harmonic functions
Angel Arroyo, José G. Llorente
We show that p-harmonic functions in the plane satisfy a nonlinear asymptotic mean value property for p>1. This extends previous results of Manfredi and Lindqvist for certain range…
math.CA2013
Oscillation of Hölder Continuous Functions
José González Llorente, Artur Nicolau
Local oscillation of a function satisfying a Hölder condition is considered and it is proved that its growth is governed by a version of the Law of the Iterated Logarithm.