NOJA, DIEGO DAVIDE RAFFAELE
NOJA, DIEGO DAVIDE RAFFAELE
DIPARTIMENTO DI MATEMATICA E APPLICAZIONI
Blow-up and instability of standing waves for the NLS with a point interaction in dimension two
2023 Finco, D; Noja, D
Failure of scattering for the NLSE with a point interaction in dimension two and three
2023 Cacciapuoti, C; Finco, D; Noja, D
Spectral stability and instability of solitary waves of the Dirac equation with concentrated nonlinearity
2023 Boussaid, N; Cacciapuoti, C; Carlone, R; Comech, A; Noja, D; Posilicano, A
Standing waves on quantum graphs
2022 Kairzhan, A; Noja, D; Pelinovsky, D
Well posedness of the nonlinear Schrödinger equation with isolated singularities
2021 Cacciapuoti, C; Finco, D; Noja, D
A Dirac field interacting with point nuclear dynamics
2020 Cacciafesta, F; de Suzzoni, A; Noja, D
Standing waves of the quintic NLS equation on the tadpole graph
2020 Noja, D; Pelinovsky, D
A note on sign-changing solutions to the NLS on the double-bridge graph
2019 Noja, D; Rolando, S; Secchi, S
Standing waves for the NLS on the double-bridge graph and a rational-irrational dichotomy
2019 Noja, D; Rolando, S; Secchi, S
A note on the infrared problem in model field theories
2018 Bertini, M; Noja, D; Posilicano, A
Airy-type evolution equations on star graphs
2018 Mugnolo, D; Noja, D; Seifert, C
Ground state and orbital stability for the NLS equation on a general starlike graph with potentials
2017 Cacciapuoti, C; Finco, D; Noja, D
The one-dimensional Dirac equation with concentrated nonlinearity
2017 Cacciapuoti, C; Carlone, R; Noja, D; Posilicano, A
The point-like limit for a NLS equation with concentrated nonlinearity in dimension three
2017 Cacciapuoti, C; Finco, D; Noja, D; Teta, A
Asymptotic stability for standing waves of a NLS equation with subcritical concentrated nonlinearity in dimension three: Neutral modes
2016 Adami, R; Noja, D; Ortoleva, C
Stable standing waves for a NLS on star graphs as local minimizers of the constrained energy
2016 Adami, R; Cacciapuoti, C; Finco, D; Noja, D
Bifurcations and stability of standing waves in the nonlinear Schrö dinger equation on the tadpole graph
2015 Noja, D; Pelinovsky, D; Shaikhova, G
Topology-induced bifurcations for the nonlinear Schrödinger equation on the tadpole graph
2015 Noja, D; Cacciapuoti, C; Finco, D
Constrained energy minimization and orbital stability for the NLS equation on a star graph
2014 Adami, R; Cacciapuoti, C; Finco, D; Noja, D
Exactly solvable models and bifurcations: The case of the cubic NLS with a or a interaction in dimension one
2014 Adami, R; Noja, D