Education


Research Supervision (Graduate Students)
  1. Geological Storage of CO2, M. Elenius, PhD thesis, University of Bergen, ongoing.
  2. Computational Models and Methods to Study the Dynamics of Gas Hydrates, Dr. A. Sapronova, Post-Doc, ongoing.
  3. Modeling and Discretizations for Problems arising from General Relativity (GR), H. Lux, Diploma thesis, University of Heidelberg, Germany, 2007. Supervision in cooperation with M. Bartelmann, Physics, University of Heidelberg, Germany.
  4. Analysis of Physical Mechanisms Underlying Density Driven Transport in Porous Media, Anke Jannie Landman, PhD thesis, Technical University of Delft, The Netherlands, 2005. Supervision in cooperation with Prof. R.J. Schotting, University of Utrecht, The Netherlands.
  5. Multigrid Methods for Solving the Time-Independent Schr¨odinger Equation (in German), Claudia Richter, Diploma thesis, University of Stuttgart, Germany, 1997.
  6. Multigrid Methods for Indefinite Problems (german), Stefanie Radtke, Diploma thesis, University of Heidelberg, Germany, 1994.

Courses

 Summer term 2006
 Numerical Mathematics 0: Introduction to Numerical Mathematics, Institute for Mathematics, University of Heidelberg, Germany.
 Winter term 2005/06  Exercises for Numerical Mathematics 2: Fast Solution Method for large Linear Systems, Institute for Mathematics, University of Heidelberg, Germany.
 Summer term 2004  Numerics of flow and transport processes in porous media, Institute for Mathematics, University of Heidelberg, Germany.
 Summer term 2002  Computer science II: Introduction to C++, Guest lecture, International University of Bremen, Germany.
 Winter term 2001/02  Computer science I, Institute for Mathematics, University of Heidelberg, Germany.
 Summer Term 2001  Introduction to scientific computing, IWR, University of Heidelberg, Germany. 


Seminar Classes

 Winter Term 2005/06  Technical simulation, Institute for Mathematics, (with Broser, Eberhard, Frolkovic, Heisig, Wittum), University of Heidelberg, Germany.
 Winter Term 2004/05  Computer science and society, Institute for Computer Science, (with Wittum), University of Heidelberg, Germany.
 Winter Term 2004/05  Technical simulation, Institute for Mathematics, (with Eberhard, Frolkovic, Lang, Neuss, Wittum), University of Heidelberg, Germany.
 Summer Term 2004  Technical simulation, Institute for Mathematics, (with Lang, Neuss, Wittum), University of Heidelberg, Germany.
 Summer Term 2003  Technical simulation, Institute for Mathematics, (with Frolkovic, Lang, Neuss, Wittum), University of Heidelberg, Germany.
 Summer Term 2002  Technical simulation, Institute for Mathematics, (with Bastian, Frolkovic, Neuss, Sch¨afer, Wieners, Wittum), University of Heidelberg, Germany.


Application Courses

 Summer Term 2003  Software course: Methods for technical simulations, Software course, Institute for Computer Science, (with Lang, Wagner, Wittum), University of 
 Heidelberg, Germany.


Summer Schools

 Numerical methods for the simulation of flows around underground
 waste deposits, summer 2000, CEMRACS, France.
 1. Multigrid Methods - An Introduction
 2. Multigrid Methods - Special Topics
 3. Density Driven Flow - Discretization and Solving
 4. Density Driven Flow - The Saltpool Benchmark Problem
 EMS/WiR, Heidelberg, Summer 1999 Numerical Simulation of Flows