arXiv:2011.02569 Abstract | arXiv Analytics

arXiv:2011.02569 [math.AP]Abstract References Reviews Resources

The $L^{2}$ sequential convergence of a solution to the one dimensional, mass-critical NLS above the ground state

Published 2020-11-04Version 1

In this paper we generalize a weak sequential result of \cite{fan20182} to any non-scattering solutions in one dimension. No symmetry assumptions are required for the initial data.

Comments: 17 pages

Categories: math.AP

Keywords: ground state, sequential convergence, mass-critical nls, dimensional, weak sequential result

Related articles: Most relevant | Search more

arXiv:1404.6973 [math.AP] (Published 2014-04-28)

Lack of ground state for NLS on bridge-type graphs

Riccardo Adami, Enrico Serra, Paolo Tilli

arXiv:2006.04404 [math.AP] (Published 2020-06-08)

Gradient Flow Approach to the Calculation of Ground States on Nonlinear Quantum Graphs

Christophe Besse, Romain Duboscq, Stefan Le Coz

arXiv:1204.6344 [math.AP] (Published 2012-04-27)

Constrained energy minimization and ground states for NLS with point defects

Riccardo Adami, Diego Noja, Nicola Visciglia

arXiv Analytics

arXiv:2011.02569 [math.AP]Abstract References Reviews Resources

The $L^{2}$ sequential convergence of a solution to the one dimensional, mass-critical NLS above the ground state

Links

Toolbox

arXiv:2011.02569 [math.AP]AbstractReferencesReviewsResources

The $L^{2}$ sequential convergence of a solution to the one dimensional, mass-critical NLS above the ground state

Links

Toolbox

arXiv:2011.02569 [math.AP]Abstract References Reviews Resources