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20182026
most citedPure gravity traveling quasi-periodic water waves with constant vorticity

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math.AP2026

Long-wave instability of periodic shear flows with constant magnetic field for the 2D resistive MHD equations

Roberto Feola, Luca Franzoi, Riccardo Montalto +1

We investigate the long-wave linear stability and instability of the two-dimensional viscous, resistive Magnetohydrodynamic (MHD) equations, in vorticity-current formulation, on th…

math.AP2026

Time-periodic vortices near translating symmetric dipole patches

Luca Franzoi, Taoufik Hmidi, Riccardo Montalto

We prove the existence of time-periodic solutions of the two-dimensional incompressible Euler equations bifurcating from a translating vortex pair. The reference configuration cons…

math.AP2026

Quasi-periodic traveling electron layers

Luca Franzoi, Emeric Roulley

We consider the one dimensional space-periodic Vlasov-Poisson equations and construct, close to symmetric flat velocity strips, small amplitude traveling quasi-periodic electron-la…

math.AP2026

Long time dynamics close to large amplitude quasi-periodic traveling waves in two dimensional forced rotating fluids

Roberto Feola, Luca Franzoi, Riccardo Montalto

In this paper we consider the -plane equation with a smooth external force which is a quasi-periodic traveling wave of large amplitude , , and with large…

math.AP2024

Large amplitude quasi-periodic traveling waves in two dimensional forced rotating fluids

Roberta Bianchini, Luca Franzoi, Riccardo Montalto +1

We establish the existence of quasi-periodic traveling wave solutions for the -plane equation on with a large quasi-periodic traveling wave external force. These…

math.AP2023

Time almost-periodic solutions of the incompressible Euler equations

Luca Franzoi, Riccardo Montalto

We construct time almost-periodic solutions (global in time) with finite regularity to the incompressible Euler equations on the torus $\T^d$, with and even.