Lectures Winter Term 2021/22
Lectures Summer Term 2021
Lectures Winter Term 2020/21
Lectures Summer Term 2020
- Computational plasma physics
- Numerical methods for hyperbolic systems
- Applied introduction to differential geometry
- Compatible Finite Elements for Problems in Mixed Form
Lectures Winter Term 2019/20
Lectures Summer Term 2019
- Computational plasma physics
- Structure Preserving Discretisation on Staggered Grids
- A mathematical introduction to Magnetohydrodynamics
- Isogeometric Analysis: Theory and Practice
- Asymptotic Kinetic Theories for Magnetized Plasmas
- Applied Introduction to Differential Geometry
- Mechanics and Symmetry
- Models and numerical methods for Eulerian and Lagrangian hyperbolic equations
Lectures Winter Term 2018/19
- Fallstudien der Mathematischen Modellbildung, part 3: Asymptotic methods for perturbation problems
- Geometric Methods for Physics of Magnetized Plasmas
- High-Frequency Wave Propagation in Inhomogeneous Dispersive Media
- Numerik für Lehramt an Berufsschulen
Lectures Summer Term 2018
Lectures Winter Term 2017/18
- Geometric Numerical Integration
- Geometric Methods for Physics of Magnetized Plasmas
- High-Frequency Wave Propagation in Inhomogeneous Dispersive Media
Lectures Summer Term 2017
- Computational plasma physics
- Low-rank tensor discretization for high-dimensional problems
- A mathematical introduction to Magnetohydrodynamics
- The discontinuous Galerkin method for CFD applications: theory and implementation
Lectures Winter Term 2016/17
Lectures Summer Term 2016
Lectures Winter Term 2015/16
- Advanced Finite Element Methods
- Kinetic Theory and Approximation
- Geometric Numerical Integration of ODEs
Lectures Summer Term 2015
- Computational plasma physics
- Generalized model solutions for physical systems modeled by PDEs and their linear stability
Lectures Winter Term 2014/15
Lectures Summer Term 2014
- Monte Carlo Methods with application to plasma physics
- Generalized model solutions for physical systems modeled by PDEs and their linear stability
