Teaching

Lectures

Høst 2024

TMA4310 Mathematical Subjects, Advanced Course NTNU Reading Course, Introduction to Riemannian Manifolds

each Høst 2021—2024

TMA4215 Numerisk matematikk NTNU Numerical Mathematics

Vår 2022, 2023, and 2024

TMA4125 Matematikk 4N NTNU Differential equations and Fourier analysis

Høst 2022

TMA4310 Mathematical Subjects, Advanced Course NTNU Reading Course, “An introduction to optimization on smooth manifolds”

WS 2017/18

Höhere Mathematik III – Vektoranalysis TU Kaiserslauten Vector Calculus for Engineering students

WS 2016/17

Höhere Mathematik III – Vektoranalysis TU Kaiserslauten Vector Calculus for Engineering students

SS 2016

Foundations of Image Processing TU Kaiserslauten (second half on Fourier Analysis) G. Steidl

SS 2015

Foundations of Image Processing TU Kaiserslauten

Supervised Theses

A list of supervised students can be found here.

Exercises & Seminars

WS 2020/21

Computer-oriented Mathematics TU Chemnitz covering e.g. reproducible research, debugging, coding style, and git R. Herzog

WS 2020/21

Computerpraktikum TU Chemnitz Including coordination for the faculty

WS 2020/21

Optimization for Non-Mathematicians TU Chemnitz Exercises including programming in Matlab

SS 2020

Computerpraktikum TU Chemnitz Including coordination for the faculty

SS 2020

Mathematics for Chemists and Economics II TU Chemnitz Exercise and Practicals

SS 2020

Optimization on Manifolds TU Chemnitz

WS 2019/20

Mathematics for Chemists and Economics I TU Chemnitz Exercise and Practicals

WS 2019/20

Optimization for Non-Mathematicians TU Chemnitz Exercises including programming in Matlab

SS 2019

Computerpraktikum TU Chemnitz Including coordination for the whole Faculty

SS 2019

Modelling Seminar TU Chemnitz Modelling and solving problems posed by companies, within the data science study program

WS 2018/19

Computer-oriented Mathematics TU Chemnitz covering e.g. reproducible research, debugging, git R. Herzog

WS 2018/19

Computerpraktikum TU Chemnitz Including coordination for the whole Faculty

WS 2018/19

Höhere Mathematik III (If, Ph, ET) TU Chemnitz Exercises and Tutorials for computer scientists , covering vector calculus.

WS 2017/18

Lecture Exercise for “Höhere Mathematik III – Vektoranalysis” TU Kaiserslauten Vector Calculus for Engineering students

WS 2017/18

Seminar Learning TU KaiserslautenG. Steidl

SS 2017

Tutor and Organizer of the Tutorials for “Foundations of Image Processing” TU Kaiserslauten

SS 2017

Tutor and Organizer of the Tutorials for “Optimization on Manifolds” TU Kaiserslauten

SS 2016

Tutor and Organizer of the Tutorials for “Methoden der konvexen Analysis in der Bildverarbeitung” (Convex Analysis in Image Processing) TU Kaiserslauten

WS 2015/16

Organizer of the Tutorials “Höhere Mathematik III” TU Kaiserslauten Vector Calculus and Differential Equations for engineering students

WS 2015/16

Seminar “Mathematical Image Processing” TU KaiserslautenG. Steidl

WS 2014/15 and WS 2016/17

Internships accompanying the “Lecture Introduction to Numerical Methods” TU Kaiserslauten

SS 2014

Lecture Exercise “Höhere Mathematik II” TU Kaiserslauten Linear Algebra for engineering students

WS 2013/14

Tutor “Höhere Mathematik III” TU Kaiserslauten Vector Calculus and Differential Equations for engineering students

WT 2011/12

Seminar “Wavelets – Theory and Applications“ Universität zu Lübeck

SS 2011, SS 2012 and SS 2013

Tutorial “Computational Analysis – Introduction to Mathematica“ for Bachelor students of “Computational Life Science” Universität zu Lübeck

WS 2010/11 and WS 2011/12

Additional Lecture of Analysis I on “Introduction to linear Algebra” for Bachelor Students “Molecular Life Science“ Universität zu Lübeck

WS 2009/10 until SS 2013

Tutor and Tutorial Organizer of the Tutorials for “Analysis I“ (winter terms) und “Analysis II“ (summer terms) Universität zu Lübeck

WS 2005/06 until SS 2009

Student Tutor for correction assignments and Tutorials within “Linear Algebra und discrete Structures I“ (winter terms) and “Linear Algebra und discrete Structures II“ (summer terms) Universität zu Lübeck