Teaching
- Frühlingssemester 2021
- - Symmetric Spaces
- - Komplexe Analysis (D-ITET)
- Herbstsemester 2020
- - Lie Groups
- Frühlingssemester 2020
- - Komplexe Analysis (D-ITET)
- Frühlingssemester 2019
- - Analysis II (D-ITET)
- Herbstsemester 2018
- - Analysis I (D-ITET)
- Analysis III (D-MAVT, D-MATL)
Frühlingssemester 2018 - - Lie Groups II (Symmetric Spaces)
- Herbstsemester 2017
- - Lie Groups I
- Frühlingssemester 2017
- - Multilineare Algebra und ihre Anwendungen (D-MATL)
- Frühlingssemester 2016
- - Analysis II (D-ITET)
- Herbstsemester 2015
- - Analysis I (D-ITET)
- Reading seminar Geometric Group Theory
- Herbstsemester 2014
- - Analysis I (D-ITET)
- - Analysis III (D-MAVT, D-MATL)
- Frühlingssemester 2014
- - Multilineare Algebra und ihre Anwendungen (D-MATL)
- Reading seminar Geometric Group Theory
- Herbstsemester 2013
- - Analysis III (D-MAVT, D-MATL)
- Reading seminar Geometric Group Theory
- Herbstsemester 2012
- - Analysis III (D-MAVT, D-MATL)
- Student seminar Trees, lattices and simple groups
- Frühlingssemester 2012
- - Lie Groups II (Symmetric Space)
- Student seminar Special cube complexes
- Herbstsemester 2011
- - Lie Groups I
- Student seminar p-adic analysis compared to real
- Frühlingssemester 2011
- -Analysis II (D-INFK)
- Herbstsemester 2010
- -Analysis I (D-INFK)
- Frühlingssemester 2010
- - Komplexe Analysis (D-ITET)
- - Student seminar The mathematics of LEGO
- Herbstsemester 2009
- - Analysis III (D-MAVT, D-MATL)
- Frühlingssemester 2009
- - Komplexe Analysis (D-ITET)
- Herbstsemester 2008
- - Analysis III (D-ITET)
- Frühlingssemester 2008
- - Measure and Integration (D-MATH)
- Herbstsemester 2007
- -Analysis III (D-ITET)
- Reading seminar Selberg trace formula
- Frühlingssemester 2007
- - Introduction to Lie Groups
- Reading seminar Patterson--Sullivan theory
- Herbstsemester 2006
- - Introduction to Continuous Bounded Cohomology
- Student seminar Applications of continuous bounded
cohomology
- Reading seminar Higher Teichmüller Theory
- Selected prior activities: