V. Le

collaborators

2 papers

math.AP2026

On fractional semilinear wave equations in non-cylindrical domains

Mauro Bonafini, Van Phu Cuong Le, Riccardo Molinarolo

In this paper, we investigate a class of semilinear wave equations in non-cylindrical time-dependent domains, subject to exterior homogeneous Dirichlet conditions. Under mild regul…

math.AP2025

$I^$ -convergence of the $p$ -Dirichlet energy for manifold-valued maps

Giacomo Canevari, Van Phu Cuong Le, Ramon Oliver-Bonafoux +1

We prove a $I^$ -convergence result for the $p$ -Dirichlet energy functional defined on maps from a smooth bounded domain $I^c ◯ \subseteq R^{n + k}$ to $N$ , a $(k - 2)$ -c…

On fractional semilinear wave equations in non-cylindrical domains

I^-convergence of the p-Dirichlet energy for manifold-valued maps

$I^$ -convergence of the $p$ -Dirichlet energy for manifold-valued maps