Classes taught in the last few years

· 2023/24: on leave (sabbatical)

· 2022/23: Mathematics 1 for chemistry students, Complex analysis, Geometry

and topology

· 2021/22: Homological algebra, Complex analysis, Geometry and topology,

Vector spaces for physics students

· 2020/21: Representation theory of Lie groups and algebras, Complex analysis,

Geometry and topology

· 2019/20: Homological algebra, Complex analysis, Geometry and topology,

Vector spaces for physics students

· 2018/19: Homological algebra, Complex analysis, Geometry and topology,

Translation principle for Harish-Chandra modules

· 2017/18: Homological algebra; Complex analysis; Geometry and topology;

Dirac operators in representation theory

· 2016/17: on leave (sabbatical)

· 2015/16: Multivariable calculus; Complex analysis;

Representations of real reductive groups

· 2014/15 Spring Semester: Multivariable calculus; Complex analysis;

Geometry and topology; Algebraic structures

· 2014/15 Fall Semester: on leave at University of Freiburg

· 2013/14: Multivariable calculus; Homological algebra; Complex analysis

· 2012/13: Multivariable calculus; Analysis for physicists;

Complex analysis; Geometry and topology

· 2011/12: Multivariable calculus; Analysis for physicists

· 2010/11 Spring Semester: on leave at Department of Mathematics, Cornell University

· 2010/11 Fall Semester: Multivariable calculus; Algebraic geometry

· 2009/10: Multivariable calculus; Homological algebra; Analysis for physicists

· 2008/09: Multivariable calculus

· 2007/08:   on leave at Department of Mathematics, Cornell University

· 2006/07: Multivariable calculus

· 2005/06: Homological algebra and representation theory

· 2004/05:   on leave at The Hong Kong University of Science and Technology

· 2003/04, Spring Semester: Algebraic Structures; Introduction to Representation Theory

· 2003/04, Fall Semester: on leave at RIMS, Kyoto University, Japan

· 2002/03, Spring Semester: on leave at Dept. of Math, National University of Singapore

· 2002/03, Fall Semester: Mathematical Analysis I

· 2001/02, Mathematical Analysis I, II; Differential geometry and Lie groups