A Eden, TB Gürel, E Kuz - IMA journal of applied mathematics, 2009 - academic.oup.com
We define the focusing and the defocusing cases for the purely elliptic generalized Davey– Stewartson system. These cases are mutually exclusive and exhaustive and therefore close …
J Huang, Y Li, Y Yang - Journal of Mathematical Physics, 2021 - pubs.aip.org
This paper concerns a generalized Davey–Stewartson system, which is one of the basic models in fluid mechanics. Applying a generalization of Lushnikov's criteria, a new blowup …
In this thesis, existence of standing waves for the Davey? Stewartson (DS) andgeneralized Davey? Stewartson (GDS) systems are established using variational methods. Since both …
In this thesis, a unified treatment is given for a class of nonlinear non-local 2D ellipticand hyperbolic Schrödinger equation which includes the 2D nonlinear Schrödingerequation with …
This thesis considers solitary standing wave solutions to the Davey-Stewartson equation, which is a model for surface waves on a body of water in three dimensions. In a special …
T Nilsson - Master's Theses in Mathematical Sciences, 2016 - lup.lub.lu.se
This thesis considers solitary standing wave solutions to the Davey-Stewart-son equation, which is a model for surface waves on a body of water in three dimensions. In a special …
This thesis consists of two major parts. In the first one, we try togive the preliminary local well- posedness results for the ACNLS, and $ L^ 2-H^ 1$ regularity result which is an easy and …
In this work, two types of special solutions for Zakharov? Schulman equations are studied. Existence of standing wave solutions are established by utilizing variational methods. First …