activity
20182026
most citedLong-time stability of the quantum hydrodynamic system on irrational tori

9 citations · 10 across the 7 of their papers we have counts for

collaborators

8 papers

math.AP2026

Local bounds for nonlinear higher-order vector fields for the p-Laplace equation

Felice Iandoli, Giuseppe Spadaro, Domenico Vuono

We study higher regularity for weak solutions of the -Laplace equation in a domain for sufficiently close to 2. For , assuming…

math.AP2025

Local behaviour of the second order derivatives of solutions to -Laplace equations

Felice Iandoli, Domenico Vuono

We consider the equation in where is the -Laplace operator. We provide -type estimates for the second derivatives of solutions when $…

math.AP2022

Dispersion estimates for the wave equation outside of a cylinder]{Dispersive estimates for the wave equation outside a cylinder in

Felice Iandoli, Oana Ivanovici

We consider the wave equation with Dirichlet boundary conditions in the exterior of a cylinder in R 3 and we construct a global in time parametrix to derive sharp dispersion estima…

math.AP20221 cited

On the Cauchy problem for quasi-linear Hamiltonian KdV-type equations

Felice Iandoli

We prove local in time well-posedness for a class of quasilinear Hamiltonian KdV-type equations with periodic boundary conditions, more precisely we show existence, uniqueness and…

math.AP20219 cited

Long-time stability of the quantum hydrodynamic system on irrational tori

Roberto Feola, Felice Iandoli, Federico Murgante

We consider the quantum hydrodynamic system on a -dimensional irrational torus with . We discuss the behaviour, over a "non trivial" time interval, of the -Sobolev n…

math.AP2020

Long-time existence for semi-linear beam equations on irrational tori

Joackim Bernier, Roberto Feola, Benoît Grébert +1

We consider the semi-linear beam equation on the d dimensional irrational torus with smooth nonlinearity of order n -- 1 with n 3 and d 2. If 1 is the size of…