Mass-transfer instability of ground-states for Hamiltonian Schrödinger systems
S. Correia, F. Oliveira and J. D. Silva
preprint (2022).
ON THE NONLINEAR SCHRODINGER EQUATION IN SPACES OF INFINITE MASS AND LOW REGULARITY
V. Barros, S. Correia and F. Oliveira
Differential and Integral Equations 148(2), 371-392 (2022).
On a Schrödinger system arizing in nonlinear optics
F. Oliveira and A. Pastor
Analysis and Mathematical Physics 11, 3 (2021).
On a coupled system of a Ginzburg-Landau equation with a quasilinear conservation law
F. Oliveira, J. Dias and H. Tavares
Communications in Contemporary Mathematics 22, (2020).
On a nonlinear Schrodinger arizing in quadratic media
F. Oliveira, S. Correia, J. Silva and A. Corcho
Communications in Mathematical Sciences 17, 969-987 (2019).
Scattering theory for the Schrödinger-Debye system
F. Oliveira and S. Correia
Nonlinearity 31, 3203-3207 (2018).
On a quasilinear non-local Benney system
F. Oliveira
Journal of Hyperbolic Differential Equations 14, 135-156 (2017).
Existence and linearized stability of solitary waves for a quasilinear Benney system
F. Oliveira, J. Dias and M. Figueira
Proceedings of the Royal Society of Edinburgh Section A Mathematics, (2016).
Ground states for a nonlinear Schrödinger system with sublinear coupling terms
F. Oliveira and H. Tavares
Advanced Nonlinear Studies, (2016).
Note on the existence of traveling-wave solutions to a Boussinesq system
F. Oliveira
Differential and Integral Equations 29, 127-136 (2016).
Semitrivial vs. fully nontrivial ground states in cooperative cubic Schrödinger systems with d>=3 equations
F. Oliveira, S. Correia and H. Tavares
Journal of Functional Analysis 271, 2247-2273 (2016).