Teaching

A PDF version of my CV including a teaching portfolio can be downloaded here.


Current teaching activities

Currently I have no teaching obligations.

Past teaching activities

More information on the lecture can be found in the Study Guide or on Brightspace.

More information can be found in the Study Guide.

This course will be offered jointly with Yves van Gennip and will focus on the calculus of variations. More information on the lecture can be found in the Study Guide.

This course is offered jointly with Kristin Kirchner. More information can be found in the Study Guide or on Brightspace.

More information on the lecture can be found in the Study Guide or on Brightspace.

More information on the lecture can be found in the Study Guide. The exercise classes were taught by Marco Bravin.

More information on the lecture can be found in the Study Guide or on Brightspace.

More information on the lecture can be found in the Study Guide or on Brightspace.

The course gives an introduction into the analysis of partial differential equations from fluid mechanics (Navier-Stokes equations). The equations are derived and motivated before they are analyzed. More information on the lecture can be found in the Study Guide or on Brightspace.

This course is offered jointly with Wolter Groenevelt. More information on the lecture can be found in the Study Guide or on Brightspace.

Please refer to the Study Guide or to Brightspace for further information.

The course gives an introduction into the analysis of partial differential equations from fluid mechanics (Euler and Navier-Stokes equations). The equations are derived and motivated before they are analyzed. More information on the lecture can be found in the Study Guide or on Brightspace.

Introduction to differential equations and multivariable calculus. More information on the lecture can be found in the Study Guide or on Brightspace.

The course gave an introduction into the analysis of partial differential equations from fluid mechanics (Euler and Navier-Stokes equations).

The seminar dealt with equations from theoretical and mathematical physics (Schrödinger, Dirac, and Navier-Stokes equations).

The focus was placed on equations coming from fluid mechanics (Euler and Navier-Stokes equations).


Lecture notes and teaching material

The version from 2024 is a corrected version of the lecture notes of 2022 in which the part on Sobolev spaces has been moved from the appendix to chapter 2 and more exercises have been added.

The version from 2020 is a corrected version of the lecture notes from 2019. The version from 2021 is re-organized, the part on Schauder theory applied to the Euler equation was taken out, and more theory to the Navier-Stokes equations was added.

Please contact me for further information.

Please contact me for further information.


Past activities as a teaching assistant