A CMA miniworkshop on

Mathematical Aspects of the Schroedinger Equation

Oslo, June 14, 2004

Introduction:
The aim of this miniworkshop is to spark off a seminar series on mathematical aspects of various quantum mechanical problems, spanning from time-dependent partial differential equations and few-body problems to methods for treating many interacting particles. The seminar series starts this fall and is open to anyone interested in the above problems.

Program (subject to change):

9.00 R. Winther (CMA): Introduction
9.15-10.15 M. Hjorth-Jensen (CMA/Physics). Title: From non-linear PDEs to Monte-Carlo methods, a biased tour of open problems in computational quantum mechanics. Abstract.
10.15-10.45 Coffee
10.45-11.45 G. M. Coclite (CMA). Title: On the Coupled Maxwell-Schrodinger Equations. Abstract.

12.00-14.00 Lunch

14.00-15.00 P. C. Moan (CMA/Mathematics). Tba
15.00-15.30 Coffee
15.30-16.30 S. Kvaal (CMA). Title: Global propagation schemes for the time-dependent Schroedinger equation -- a review and ideas for further developments. Abstract.

Organizing committee:

Giuseppe Maria Coclite (CMA)
Morten Hjorth-Jensen (Physics/CMA)
Kenneth Hvistendahl Karlsen (CMA)