Teaching

Seminars and exercises are not listed separately.

Lectures given at ETH Zürich

Winter term 1992/93
Analysis III (Introduction to PDEs for electrical engineers)
Summer term 1996
Youngsche Masse (Young measures)
Winter term 1996/97
Geometrische Theorie parabolischer Gleichungen (Geometric theory of parabolic equations)
Summer term 1997
Monotone Operatoren (Monotone operators)
Winter term 1997/98
Freie Randwertprobleme (Free boundary value problems)
Summer term 1998
Geometrie I (Projective geometry)
Winter term 1998/99
Differentialgeometrie (Differential geometrie for architects)
Summer term 2002
Monotone Operatoren (Monotone operators)
Fall term 2010
Lineare Algebra I
Spring term 2011
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2011
- Lineare Algebra I
- Kombinatorik II
Spring term 2012
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II
Fall term 2012
- Lineare Algebra I
- Endliche Geometrien II
- Mathematik III
Spring term 2013
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2013
- Lineare Algebra I
- Kombinatorik II
Spring term 2014
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II
Fall term 2014
- Lineare Algebra I
- Endliche Geometrien II
- Mathematik III
Spring term 2015
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2015
- Lineare Algebra I
- Kombinatorik II
Spring term 2016
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II
Fall term 2016
- Lineare Algebra I
- Endliche Geometrien II
- Mathematik III
Spring term 2017
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2017
- Lineare Algebra I
- Kombinatorik II
Spring term 2018
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II
Fall term 2018
- Lineare Algebra I
- Endliche Geometrien II
- Mathematik III
Spring term 2019
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2019
- Lineare Algebra I
- Kombinatorik II
Spring term 2020
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II
Fall term 2020
- Lineare Algebra I
- Endliche Geometrien II
- Mathematik III
Spring term 2021
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2021
- Lineare Algebra I
- Kombinatorik II
Spring term 2022
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II
Fall term 2022
- Lineare Algebra I
- Endliche Geometrien II
- Mathematik III
Spring term 2023
- Lineare Algebra II
- Kombinatorik I
- Fachdidaktik Mathematik II
Fall term 2023
- Lineare Algebra I
- Kombinatorik II
Spring term 2024
- Lineare Algebra II
- Endliche Geometrien I
- Fachdidaktik Mathematik II

Lectures given at EPF Lausanne

Winter term 2002/03
IIIe cycle Romand de mathématiques: Opérateurs monotones (Nachdiplom lecture: Monotone operators)

Lectures given at UAB

Fall Term 1999
Intermediate Differential Equations
Winter Term 2000
- Calculus III
- Introduction to Differential Equations
Spring Term 2000
Pre-Calculus Algebra

Lectures given at the University of Fribourg

Academic year 2000/01
- Analyse I/II
- Grundlagen der Mathematik I/II

Academic year 2001/02
- Analysis III/IV
- Partial differential equations for scientists I/II

Academic year 2002/03
- Partial differential equations
- Nonlinear functional analysis
- Calculus of variations

Academic year 2003/04
- Analyse I/II
- Grundlagen der Mathematik I/II
- Partial differential equations for scientists I/II

Academic year 2004/05
- Analysis III/IV
- Topics in mathematical physics I/II

Academic year 2005/06
- Functional Analysis I/II
- Partial differential equations for scientists I/II

Academic year 2006/07
- Analyse I/II
- Grundlagen der Mathematik I/II
- Weak convergence methods I/II

Academic year 2007/08
- Analysis III/IV
- Elastic curves I/II

Academic year 2008/09
- Analyse I/II
- Grundlagen der Mathematik I/II
- Introduction to Gamma convergence I/II
Academic year 2009/10
- Analyse III/IV
- Partial differential equations of mathematical physics