Chiara Bernardini

collaborators

2 papers

math.AP2026

$p$ -Laplace Serrin problem on planar annuli

Virginia Agostiniani, Chiara Bernardini

We prove a rigidity result for the problem $Δ_{p} u = - 2$ defined on a ring-shaped domain in $R^{2}$ , when homogeneous Dirichlet boundary conditions are imposed and $p \in (1, 2)$ .…

math.AP2025

On the Serrin problem for ring-shaped domains: the $n$ -dimensional case

Virginia Agostiniani, Chiara Bernardini, Stefano Borghini +1

We provide several characterizations of ring-shaped rotationally symmetric solutions to the Serrin problem in arbitrary dimensions.

p-Laplace Serrin problem on planar annuli

On the Serrin problem for ring-shaped domains: the n-dimensional case

$p$ -Laplace Serrin problem on planar annuli

On the Serrin problem for ring-shaped domains: the $n$ -dimensional case