The scheduling for individual talk is undergoing. If you have any questions please contact your session organizers directly.
Special Session 155: Advances in mathematical modelling and numerical simulation of superfluids Organizer(s): Ionut Danaila , Weizhu Bao

Parallel Session 9 :: Thursday, 07/09, 8:00-10:00                                   Room 738                 
 8:00-8:30  Blair Blakie (University of Otago, New Zealand)
 Supersolidity in Dipolar Bose-Einstein condensates
 8:30-9:00  Han Pu (Rice University, USA)
 Floquet geometric squeezing in fast-rotating condensates
 9:00-9:30  Dmitry Pelinovsky (McMaster University, Canada)
 NLS equation with competing nonlinearities: orbital stability of kinks and solitons
 9:30-10:00  Weizhu Bao (National University of Singapore, Singapore)
 Computational methods for the nonlinear Schroedinger equation with low regularity potential and nonlinearity

Parallel Session 10 :: Thursday, 07/09, 13:30-16:00                                   Room 738                  
 13:30-14:00  Ricardo Carretero (San Diego State University, USA)
 Dynamical reduction for solitonic filaments
 14:00-14:30  Luminita Danaila (University of Rouen Normandy, France)
 Scale-by-scale scalar statistics and extreme events in non-equilibrium multicomponent flows
 14:30-15:00  Michikazu Kobayashi (Kochi University of Technology, Japan)
 Superfluidity and phase transition in discrete clock symmetry
 15:00-15:30  Chunmei Su (Tsinghua University, Peoples Rep of China)
 High-order parametric local discontinuous Galerkin methods for anisotropic curve-shortening flows
 15:30-16:00  Bartosz Protas (McMaster University, Canada)
 On inviscid instabilities of 2D vortices

Parallel Session 11 :: Thursday, 07/09, 16:30-19:00                                   Room 738                  
 16:30-17:00  Wei Liu (National University of Defense Technology, Peoples Rep of China)
 Computing the action ground states of nonlinear Schr\odinger equation
 17:00-17:30  Ionut Danaila (University of Rouen Normandy, France)
 Numerical models for coupling Navier-Stokes and Gross-Pitaevskii solvers for two-fluid quantum flows