Modern Methods for Differential Equations of Quantum Mechanics

Videos from BIRS Workshop

, University College London
- 10:01
Solving the time-dependent Schroedinger equations using variational Gaussian Wavepackets: Advantages and problems
Watch video | Download video: 202404220901-Worth.mp4 (140M)
, Ecole Polytechnique Federale de Lausanne (EPFL)
- 11:04
Family of Gaussian wavepacket dynamics methods from the perspective of a nonlinear Schrödinger equation
Watch video | Download video: 202404221032-Vanicek.mp4 (87M)
, Queen's University
- 12:09
Using collocation to solve high-dimensional Schroedinger equations
Watch video | Download video: 202404231102-Carrington.mp4 (195M)
, University of Rouen Normandy
- 16:22
Numerical models for coupling Navier-Stokes and Gross-Pitaevskii solvers for two-fluid quantum flows
Watch video | Download video: 202404231544-Danaila.mp4 (99M)
, University of Manchester
- 17:07
T Systems and Numerical Solution of Schrödinger Equations
Watch video | Download video: 202404231622-Webb.mp4 (128M)
, Leopold-Franzens Universität Innsbruck
- 09:35
Modified operator splitting methods for nonlinear evolution equations of parabolic and Schrödinger type
Watch video | Download video: 202404240902-Thalhammer.mp4 (51M)
, University of Innsbruck
- 11:31
Filtered Lie splitting for the `good' Boussinesq equation
Watch video | Download video: 202404241101-Ostermann.mp4 (91M)
, Polyu
- 09:32
Graph-based discretizations of Wasserstein-Hamiltonian Flows
Watch video | Download video: 202404250902-Cui.mp4 (49M)
- 12:09
From Lagrangian submanifold theory to geometric integration of mechanical systems
Watch video | Download video: 202404251115-MartindeDiego.mp4 (148M)
, National University of Singapore
- 14:36
Numerical methods for the nonlinear Schroedinger equation with low regularity potential and nonlinearity
Watch video | Download video: 202404251403-Wang.mp4 (80M)
, Sorbonne University
- 15:11
Structure-preserving low-regularity integrators for dispersive nonlinear equations
Watch video | Download video: 202404251436-Maierhofer.mp4 (90M)
, Karlsruher Institut für Technologie (KIT)
- 16:18
A multilevel stochastic collocation method for Schrödinger Equations with a random potential
Watch video | Download video: 202404251537-Jahnke.mp4 (131M)
, Ruhr-University Bochum
- 17:34
On kappa-explicit error estimates for the stationary Ginzburg-Landau equation
Watch video | Download video: 202404251658-Henning.mp4 (101M)
, Xi'an Jiaotong University
- 10:17
A framework for stable spectral methods in d-dimensional unit balls
Watch video | Download video: 202404260946-Gao.mp4 (47M)