Teaching in mathematics has to provide a sound and comprehensive foundation in terms of mathematical theory and methods. Based on profound knowledge of theory, the students must be confronted with real applications as soon as possible. This will enhance their motivation. Moreover, it is the only way to hone advanced problem solving skills. The best way to get applications into the students' focus is through practical courses that center around an area of application of mathematics and involve computer based projects.
Moreover, software design is too little appreciated as an essential part of a practical mathematician's job. Thus education in numerical analysis also has to address issues of programming and software engineering in scientific computing, because knowledge about data structures, programming languages and techniques of software engineering is indispensable for a modern industrial mathematician.
Numerische Methoden für CSE,
4V + 2U,
Lectures: Mo 8-10 HG G 5, Thu 10-12 HG G 5,
Tutorial: Mo 10-12, Thu 8-10
Numerical Methods for Partial Differential Equations,
4V + 2U,
Lectures: Mo 13-15, HG D 5.2, Wed 10-12 HG D 5.2
Tutorial: Mo 8-10, 10-12
Proseminar
Numerische Mathematik: Convolution Quadrature, 2S, 6 KP
Mo 16-18, HG E
41, INFO
Numerische Methoden für CSE,
4V + 2U,
Lectures: Mo 8-10 HG G 5, Thu 10-12 HG G 5,
Tutorial: Mo 10-12 (for students of BSc RW/CSE), Thu 8-10
(for students of computer science)
Proseminar
Numerische Mathematik: Convolution Quadrature, 2S, 6 KP
Mo 16-18, HG E
41, INFO
Numerische Mathematik,
3V + 2U,
Lectures: Mo 8-10 HG G 5, Tue 8-9 HG F 5, Tutorial: Mi 13-15
Computational
Electromagnetics, Course No. 401-3811-58L, 12 KP,
4V+2U
Lectures: Fri, 12-14, HG F 26.1, Fri, 16-18, HG F 26.1,
Tutorial: Fri 14-16, HG F 26.1
Course materials
Numerical
Methods for Elliptic and Parabolic Partial Differential Equations,
10 KP, 4V + 1U,
Lectures: Tue 15-17, HG E 5, Thu 13-15 HG E 5,
Tutorial: Thu 10-11, HG F 26.5
Proseminar Numerische Mathematik: Numerische Methoden für oszillatorische Integrale, Mo 15-17, HG E 41 (>Info)
Vorbesprechung, Mo 22. September 2008, 15:15, HG E 33.1 (nur 10 Plätze verfügfbar !)
Numerische Mathematik, Course number 401-2654-00L, Mo 9-10 (HG F 3), Mi 1-3 (HG D1.1)
From August 15, 2007 through February 15, 2007 I am on sabbatical at the Chinese University of Hong Kong. My local host there is Prof. Zou Jun.
There I am teaching numerical analysis in the undergraduate curriculum, and a graduate course on boundary element methods.
Numerical Methods for
Hyperbolic Partial Differential Equations
Course No.
401-3652-00L
Inverse Problems: Theory and Numerical Treatment
Course No. 401-3654-00L
Numerische
Mathematik für CSE
Course No.
401-2663-00L
Lectures: Mon 8-10 (HG G
26.1), Tue 10-12 (HG F 26.1)
Tutorial: Thu 8-10 (HG E 21)
Numerical
methods for elliptic and parabolic partial differential equations
Course No. 401-3651-00L
Lectures: Tue 8-10 (HG
F 26.1), Thu 8-10 (HG G 26.1)
Tutorial: Thu 10-11 (HG E 5)
Numerical
methods for hyperbolic partial differential equations
Course
No. 401-3652-00L
Lectures: Mon 13-15 (HG D
1.2), Wed 8-10 (HG G 26.1)
Tutorial: Mon 15-17 (HG D 1.1)
Multiscale
Iterative Solvers
Course No. 401-4802-00L
Lectures:
Tue 15-17 (HG D 7.2), Fri 13-14 (HG G 26.1)
Tutorial: Fri 14-15
(HG G 26.1)
Numerical
methods for elliptic and parabolic partial differential equations
Course Nr. 401-3651-00L
Lectures: Tue 8-10 (HG
G26.1), Thu 8-10 (HG D 5.3)
Tutorial: Thu 10-11 (HG E 5)
Seminar:
Geometric Numerical Integration
Course number:
Class:
Mon 15-17 (HG E 1.1)
Numerical
Treatment of Partial Differential Equations II (Hyperbolic initial
value problems)
Course Nr. 401-3652-00
Lectures: Mon
13-14 (HG E1.2), Wed 8-10 (HG E1.2)
Tutorial: Mon 14-15 (HG
E1.2)
Seminar:
Absorbing Boundary Conditions
Course number: 401-3780-00
Class: Tue 10-12 (HG D 5.2)
Numerische
Mathematik (for students of computational science and
engineering
Course Nr. 401-2663-00L
Lectures: Tue 8-10 (HG
D3.2), Thu 8-10 (HG D3.2)
Tutorial: Tue 10-12 (HG D3.2)
Proseminar:
Fast Fourier Transformation und Verallgemeinerungen
Course
number: 401-3650-00L
Class: Mo 13-15 HG G 26.3
Numerical
Methods for Partial Differential Equations (for students of
computational science and engineering
Course Nr. 401-3664-00L
Lectures Mo 13-14 (HG F 3), Mi 8-10 (HG F 3)
Proseminar:
Hierarchische Matrizen
Course number 401-3000-01
Class
Fri 10-12 in HG E 22
Numerik
partieller Differentialgleichungen I (Rand- und
Eigenwertprobleme)
Course Nr. 401-3651-00
Lectures Tue
8-10 in HG G3, Thu 8-9 in HG G3
Tutorial Thu 9-10 in HG G 3
Seminar:
Algebraic Multigrid Methods (AMG)
Course number
401-3650-00
Class Mon 13-15 in HG F 26.3
WT 93/94 | : | Supervision of diploma thesis of T. Schiekofer on ``Multilevel method for augmented Lagrangian mixed discretization of elliptic problems'' (at TUM) |
WT 95/96 | : | Regular course (Vorlesung) on ``Numerical programming'' (in German) (University of Augsburg) |
WT 96/97 | : | Regular course (Vorlesung) on ``Theory and numerical treatment of Maxwell's equations'' (in German) (University of Augsburg) |
WT 97/98 | : | Regular course (Vorlesung) on ``Boundary elements'' (in English) at University of Augsburge) |
ST 98 | : | Regular course (Vorlesung) on ``Sparse grids'' (in English) at the University of Augsburg |
08/98 | : | Lecturer at the 8th Jyväskylä International Summer School, Course (15 hours) on ``Numerical solution of eddy current problems'', University of Jyväskylä, Finland |
since 09/98 | : | Comissioned as a lecturer by the Department of Mathematics, University of Tübingen |
WT 98/99 | : | Regular course (Vorlesung) on ``Computational electromagnetism'' (in English) at University of Tübingen |
WT 00/01 | : | Regular course (Vorlesung) on ``Boundary element methods'' (in English) at the University of Tübingen |
05/01 | : | Lecturer at the ``Advanced Summer School on Computational Electromagnetism and Multigrid'' at the Chinese Academy of Sciences, Beijing, China. Two week course (40h) on ``Finite Elements in Computational Electromagnetism''. |
ST 02 | : | Regular course (Vorlesung) on ``Berechnung elektromagnetischer Felder'' (in German) at Universität Bonn |
In addition, I took care of tutorials for courses in numerical analysis
(beginner, intermediate and advanced level), dynamical stochastic programming,
a-posteriori error estimators, and of several seminaries on domain decomposition,
wavelets, adaptive multilevel methods, iterative methods for systems of
equations.