SCROBOGNA, STEFANO

SCROBOGNA, STEFANO  

Dipartimento di Matematica, Informatica e Geoscienze  

Settore MAT/05 - Analisi Matematica  

Ricercatori a tempo determinato  

Mostra records
Risultati 1 - 20 di 21 (tempo di esecuzione: 0.032 secondi).
Titolo Data di pubblicazione Autori File
A global well-posedness result for the Rosensweig system of ferrofluids 1-gen-2020 Scrobogna S +
Asymptotic models for free boundary flow in porous media 1-gen-2019 Scrobogna S +
DERIVATION OF LIMIT EQUATIONS FOR A SINGULAR PERTURBATION OF A 3D PERIODIC BOUSSINESQ SYSTEM 1-gen-2017 Scrobogna S
DISPERSIVE EFFECTS OF WEAKLY COMPRESSIBLE AND FAST ROTATING INVISCID FLUIDS 1-gen-2018 Scrobogna S +
Gevrey-Class-3 Regularity of the Linearised Hyperbolic Prandtl System on a Strip 1-gen-2023 De Anna F.Scrobogna S. +
Global existence and convergence of nondimensionalized incompressible Navier-Stokes equations in low Froude number regime 1-gen-2020 Scrobogna S
Global Existence in the Lipschitz Class for the N-Peskin Problem 1-gen-2023 Scrobogna S. +
Global well-posedness and decay for viscous water wave models 1-gen-2021 Scrobogna S. +
Highly rotating fluids with vertical stratification for periodic data and vanishing vertical viscosity 1-gen-2018 Scrobogna S
Models for Damped Water Waves 1-gen-2019 Scrobogna S +
On an Asymptotic Model for Free Boundary Darcy Flow in Porous Media 1-gen-2020 Scrobogna S +
On the global well-posedness of a class of 2D solutions for the Rosensweig system of ferrofluids 1-gen-2019 Scrobogna S
On the influence of gravity on density-dependent incompressible periodic fluids 1-gen-2019 Scrobogna S +
Quantitative aspects on the ill-posedness of the Prandtl and hyperbolic Prandtl equations 1-gen-2024 De Anna F.Scrobogna S. +
Small energy stabilization for 1D nonlinear Klein Gordon equations 1-gen-2023 Cuccagna S.Maeda M.Scrobogna S.
Some remark on the existence of infinitely many nonphysical solutions to the incompressible Navier-Stokes equations 1-gen-2018 Scrobogna S
Surface tension stabilization of the Rayleigh-Taylor instability for a fluid layer in a porous medium 1-gen-2020 Scrobogna S +
Well-posedness of an asymptotic model for capillarity-driven free boundary Darcy flow in porous media in the critical Sobolev space 1-gen-2021 Scrobogna S
Well-posedness of the water-wave with viscosity problem 1-gen-2021 Scrobogna S +
Well-posedness of water wave model with viscous effects 1-gen-2020 Scrobogna S +