activity
20172022
most citedSymmetry results for the solutions of a partial differential equation arising in water waves

2 citations · 4 across the 4 of their papers we have counts for

collaborators

7 papers

cs.LG20222 cited

A data filling methodology for time series based on CNN and (Bi)LSTM neural networks

Kostas Tzoumpas, Aaron Estrada, Pietro Miraglio +1

In the process of collecting data from sensors, several circumstances can affect their continuity and validity, resulting in alterations of the data or loss of information. Althoug…

math.AP2020

(Non)local -convergence

Serena Dipierro, Pietro Miraglio, Enrico Valdinoci

We present some long-range interaction models for phase coexistence which have recently appeared in the literature, recalling also their relation to classical interface and capilla…

math.AP2019

Universal Hardy-Sobolev inequalities on hypersurfaces of Euclidean space

Xavier Cabre, Pietro Miraglio

In this paper we study Hardy-Sobolev inequalities on hypersurfaces of , all of them involving a mean curvature term and having universal constants independent of…

math.AP2019

Energy asymptotics of a Dirichlet to Neumann problem related to water waves

Pietro Miraglio, Enrico Valdinoci

We consider a Dirichlet to Neumann operator arising in a model for water waves, with a nonlocal parameter . We deduce the expression of the operator in…

math.AP2019

Boundedness of stable solutions to nonlinear equations involving the -Laplacian

Pietro Miraglio

We consider stable solutions to the equation in a smooth bounded domain for a nonlinearity . Either in the radial case, or for s…

math.AP20192 cited

Symmetry results for the solutions of a partial differential equation arising in water waves

Serena Dipierro, Pietro Miraglio, Enrico Valdinoci

This paper recalls some classical motivations in fluid dynamics leading to a partial differential equation which is prescribed on a domain whose boundary possesses two connected co…