6 citations · 32 across the 16 of their papers we have counts for
Showing 2026 · math.APShow all
2 papers · 2 filters
math.AP2026
A multi-point maximum principle to prove the global Harnack inequality for the doubly nonlinear heat equation
Ben Andrews, Daniel Hauer, Jessica Slegers
This work aims to present a new proof of the global pointwise Harnack inequality satisfied by positive viscosity solutions of the doubly nonlinear heat equation on .…
math.AP2026
Gradient rearrangement estimates for singular and degenerate anisotropic -Laplace equations
Lu Chen, Daniel Hauer, Yabo Yang
In this paper, we prove global pointwise estimates on the decreasing rearrangement \(u^{\ast}\) and \([H(\nabla u)]^{\ast}\) of SOLAs \(u\) of an elliptic Poisson equation driven b…