GUEORGUIEV, VLADIMIR SIMEONOV Statistiche
GUEORGUIEV, VLADIMIR SIMEONOV
DIPARTIMENTO DI MATEMATICA
Blowup dynamics for the mass critical half-wave equation in 2D
2025-01-01 Georgiev, Vladimir; Yuan, Li
Local and global existence for the Ericksen - Leslie problem in unbounded domains
2025-01-01 Barbera, Daniele; Georgiev, Vladimir
Lifespan estimates for 1d damped wave equation with zero moment initial data
2024-01-01 Fujiwara, Kazumasa; Georgiev, Vladimir
Local uniqueness of ground states for the generalized Choquard equation
2024-01-01 Georgiev, Vladimir; Tarulli, Mirko; Venkov, George
Standing waves and global well-posedness for the 2d Hartree equation with a point interaction
2024-01-01 Georgiev, Vladimir; Michelangeli, Alessandro; Scandone, Raffaele
A NEW CLASS OF SMALL INITIAL DATA WHICH MAY SHIFT THE CRITICAL POWER AND LIFESPAN ESTIMATES FOR THE CLASSICAL DAMPED WAVE EQUATIONS
2023-01-01 Fujiwara, K; Georgiev, V
Global solvability for nonlinear wave equations with singular potential
2023-01-01 Georgiev, V.; Kubo, H.
Ground state energy threshold and blow-up for NLS with competing nonlinearities
2023-01-01 Bellazzini, Jacopo; Forcella, Luigi; Georgiev, Vladimir
On the Square of Laplacian with Inverse Square Potential
2023-01-01 Georgiev, V.; Rastrelli, M.
$$H^1$$ Scattering for Mass-Subcritical NLS with Short-Range Nonlinearity and Initial Data in $$\Sigma $$
2022-01-01 Burq, N.; Georgiev, V.; Tzvetkov, N.; Visciglia, N.
A generalised Nehari manifold method for a class of non-linear Schrödinger systems in ℝ3
2022-01-01 Cortopassi, T.; Georgiev, V.
Beris-Edward's model with absence of flow
2022-01-01 Barbera, D.; Georgiev, V.
Global Large Data Solutions for 2D Dirac Equation with Hartree Type Interaction
2022-01-01 Georgiev, V; Shakarov, B
Nondispersive solutions to the mass critical half-wave equation in two dimensions
2022-01-01 Georgiev, V.; Li, Y.
On Kuramoto-Sivashinsky model
2022-01-01 Georgiev, V.; Rastrelli, M.
On stability and instability of standing waves for 2d-nonlinear Schrödinger equations with point interaction
2022-01-01 Fukaya, N.; Georgiev, V.; Ikeda, M.
On standing waves and gradient-flow for the Landau–De Gennes model of nematic liquid crystals
2022-01-01 Barbera, D.; Georgiev, V.
Preface
2022-01-01 Georgiev, V.; Michelangeli, A.; Scandone, R.
Quasilinear Wave Equations with Decaying Time-Potential
2022-01-01 Georgiev, V.; Lucente, S.
Schrödinger Flow’s Dispersive Estimates in a regime of Re-scaled Potentials
2022-01-01 Georgiev, V.; Michelangeli, A.; Scandone, R.