Wednesday, May 5th, 2010, 15:00-16:00PM in ESAT room 00.57, 3001 Leuven-Heverlee
Mathematics of pde constrained optimization
by Prof. Dr. Michael Hinze, Fachbereich Mathematik, University of Hamburg
We discuss control problems with PDEs as subsidiary conditions and take special emphasis on
- the proper functional analytic setting,
- tailored discrete concepts in the presence of additional pointwise constraints, and on
- structure exploiting solution algorithms.
The theoretical results are supported by numerical experiments.