Stationary and time dependent GrossPitaevskii equations : Wolfgang Pauli Institute 2006 Thematic Program, JanuaryDecember 2006, Vienna, Austria
- Providence, R.I. : American Mathematical Society, c2008
- 1 online resource (vii, 180 p. : ill.)
- Contemporary mathematics v. 473 10983627 .
Includes bibliographical references.
Analysis and efficient computation for the dynamics of twocomponent BoseEinstein condensates ; Quantised vortices, travelling coherent structures and superfluid turbulence ; Existence and properties of travelling waves for the GrossPitaevskii equation ; On the semiclassical limit for the nonlinear Schrodinger equation ; The GrossPitaevskii equation in the energy space ; Scattering theory for the GrossPitaevskii equation ; Periodic oscillations of dark solitons in parabolic potentials Weizhu Bao ; Natalia G Berloff ; Fabrice Bethuel Philippe Gravejat and JeanClaude Saut ; Remi Carles ; Patrick Gerard ; Kenji Nakanishi ; Dmitry E Pelinovsky and Panayotis G Kevrekidis
9780821881521 (online)
BoseEinstein condensation
Differential equations, Nonlinear
GrossPitaevskii equations
Wave functions
Includes bibliographical references.
Analysis and efficient computation for the dynamics of twocomponent BoseEinstein condensates ; Quantised vortices, travelling coherent structures and superfluid turbulence ; Existence and properties of travelling waves for the GrossPitaevskii equation ; On the semiclassical limit for the nonlinear Schrodinger equation ; The GrossPitaevskii equation in the energy space ; Scattering theory for the GrossPitaevskii equation ; Periodic oscillations of dark solitons in parabolic potentials Weizhu Bao ; Natalia G Berloff ; Fabrice Bethuel Philippe Gravejat and JeanClaude Saut ; Remi Carles ; Patrick Gerard ; Kenji Nakanishi ; Dmitry E Pelinovsky and Panayotis G Kevrekidis
9780821881521 (online)
BoseEinstein condensation
Differential equations, Nonlinear
GrossPitaevskii equations
Wave functions