Teaching
Current courses
Summer term 2026
- Lecture: Analysis on manifolds (Analysis IV)
tuesday 10-12 and Friday 10-12, both in H31
- Central exercise for the lecture
tuesday 14-16 in H31
- Advanced seminar: Arithmetic geometry
tuesday 12-14 (M311)
- Seminar: Elliptic curves with Christoph Fronhöfer
mon. 10-12 (M103)
Past courses
Winter term 2025/2026
- Lecture: Analysis III
tuesday 10-12 and Friday 10-12, both in H31
- Central exercise for the lecture
tuesday 14-16 in H31
- Advanced seminar: Arithmetic geometry
tuesday 16-18 (M233)
- Seminar on function theory with Han-Ung Kufner
mon. 12-14 (M103)
- Seminar: Examination course in algebra and number theory (teaching degree Gymnasium) with Christoph Fronhöfer and Carolyn Echter
mon. 08:30-10 and Wed. 12:15-13:45 (H32)
Summer term 2025
- Lecture: Analysis II
tuesday 14-16 and Wednesday 8-10, both in H32
- Central exercise for the lecture
monday 16-18 in H32
wednesday 14-16 in H32
- Advanced seminar: Arithmetic Geometry
wednesday 10-12 (M311)
- Seminar: Continued fractions with Lukas Prader
block seminar (takes place in blocks of 2-3 days between 31.03.-13.04.2025 via Zoom, tba)
Winter term 2024/2025
- Lecture: Analysis I
tuesday 14-16 and Wednesday 8-10, both in H16
- Central exercise for the lecture
tuesday 16-18 in H32
wednesday 14-16 in H32
- BA/MA seminar
friday 12-14 (M101)
- Advanced seminar: Arithmetic geometry
wednesday 10-12 (M311)
- Seminar: Abelian Varieties with Julio de Mello Bezerra
wednesday 14-16 (M102)
Summer term 2024
- BA/MA-Seminar
- Advanced seminar: Arithmetic geometry
mon. 14-16 (tba)
- Seminar: Modular Forms with Julio de Mello Bezerra
wed. 14-16 (M102)
- Seminar: Mathematical Communication with Lukas Prader
block seminar (first two weeks of April, tba)
Winter term 2023/2024
- Lecture: On the Birch-Swinnerton-Dyer conjecture for elliptic curves with complex multiplication
tue. 14-16 (PHY 5.0.20) and Thu. 14-16 (M103)
- BA/MA seminar
thu. 12-14
- Advanced seminar: Arithmetic geometry
thu. 10-12 (M311)
- Seminar: Zeta and L-functions (number theory) with Julio de Mello Bezerra
wed. 14-16 (M101)
- Seminar: Fourier analysis and representation theory with Lukas Prader
mon. 16-18 (M101)
Summer term 2023
- Lecture: Riemannian surfaces
tue. 14-16 (M103) and Thu. 14-16 (M102)
- BA/MA seminar
thu. 12-14
- Advanced seminar: Arithmetic geometry
thu. 10-12
- Seminar: Elliptic curves with Julio de Mello Bezerra
wed. 14-16 (M102)
- Seminar: Crystalline Cohomology with Han-Ung Kufner
wed. 12-14 (M103)
- Seminar: Modular forms and representations (Number Theory) with Lukas Prader
mon. 16-18 (M103)
Winter term 2022/2023
- Lecture: Introduction to étale cohomology
tue. 14-16 (M101)
- BA/MA seminar
wed. 12-14
- Advanced seminar: Arithmetic geometry
wed. 14-16 (M101)
- Seminar: Galois Cohomology and Poitou-Tate Duality with Julio de Mello Bezerra
thu. 14-16
- Seminar: Lie Groups and Lie Algebras with Lukas Prader (block seminar)
- Examination course Analysis (teaching degree Gymnasium) with Han-Ung Kufner and Christoph Winges
Summer term 2022
- Lecture: Elliptic curves, moduli spaces and modular forms II
tue. 14-16 (M101) and Thu. 14-16 (M102)
- BA/MA seminar
thu. 12-14 (M104)
- Seminar: Prime numbers of the form x² + ny² with Lukas Prader
- Seminar: Adelic number theory with Han-Ung Kufner and Lukas Prader
mon. 16-18 via Zoom
Winter term 2021/2022
- Lecture: Elliptic curves, moduli spaces and modular forms I
tue. 14-16 (M103 and online); Fri. 14-16 (online)
Summer term 2021
- Lecture: Cohomology of sheaves II
tue. and Thu. 14-16 (digital)
- Seminar: Theta functions, complex abelian varieties and moduli spaces with Lukas Prader
- Seminar: Continued fractions with Lukas Prader
Winter term 2020/2021
- Lecture: Cohomology of sheaves I
tue. and Thu. 14-16 (digital)
- Advanced seminar: Complex tori and their moduli spaces
wed. 16-17:30 (digital)
- Seminar: Transcendental numbers and modular forms with Lukas Prader
- Lecture: Elementary geometry (LR) with Johannes Sprang
Summer term 2020 (research semester off)
- Lecture: Introduction to transcendental number theory with Johannes Sprang
- Seminar: The Weil Conjectures with Han-Ung Kufner
Winter term 2019/2020
- Lecture: Linear Algebra II
tue. 14-16 (H32) and Thu. 10-12 (H52)
- Central exercise: Thu. 14-16 in H31
- Seminar: Étale Cohomology with Han-Ung Kufner
Summer term 2019
- Lecture: Linear Algebra I
tue. 14-16 (H32) and Thu. 10-12 (H31)
- Central exercise: Thu. 14-16 in H32
- Seminar: Periods of Modular Forms with Han-Ung Kufner
Winter term 2018/2019
- Lecture: Modular Forms
tue. and Thu. 14-16, Tue in PHY 5.1.01, Thu in M102
- Exercises: Wed. 14-16, PHY 5.1.03
- Seminar: Automorphic forms and representation theory with Han-Ung Kufner
Summer term 2018 (research semester off)
- Seminar: Elliptic curves and theta functions with Han-Ung Kufner and Bernadette Melichar
- Exam course Algebra and Number Theory LGy with Dr Helene Sigloch and Dr Johannes Sprang
- Advanced seminar on arithmetic geometry
Winter term 2017/2018
- Lecture: Analysis III for physicists
mon. and Thu. 8-10 (H31)
- Central exercise: Mon. 14-16 (H34)
- Exam course Algebra and Number Theory LGy with Dr Johannes Sprang
- Advanced seminar on arithmetic geometry
- Exercises: Group 1: Tue. 8-10, Group 2: Tue. 16-18, PHY 5.1.01
Summer term 2017
- Lecture: Introduction to probability theory and statistics
- Advanced seminar on arithmetic geometry
Winter term 2016/2017
- Seminar: Central simple K-algebras with Dr Philipp Graf
- Seminar: Cryptography and elliptic curves with Dr Georg Tamme
- Exam course Algebra and Number Theory LGy with Dr Veronika Ertl and Johannes Sprang
- Seminar on current theses
- Advanced seminar on arithmetic geometry
Summer term 2016
- Lecture: Elliptic curves and modular forms II
- Exercises for Elliptic Curves and Modular Forms II, Wed. 14-16 (M102)
- Seminar: Automorphic Forms
- Seminar on current theses
- Advanced seminar on arithmetic geometry
Winter term 2015/2016
- Lecture: Elliptic curves and modular forms I
wed. 14-16 (M101)
- Seminar: An introduction to arithmetic
- Bachelor seminar
- Advanced seminar on arithmetic geometry
Summer term 2015
- Lecture: Algebraic Number Theory II
tue. 16-18 (H32)
- Advanced seminar on arithmetic geometry
- Bachelor seminar
Winter term 2014/2015
- Lecture: Algebraic Number Theory I
tue. 18-20 (M103, group 1), Wed. 10-12 (M103, group 2)
- Seminar: Harmonic analysis with regard to number theory
- Examination course in algebra and number theory
Summer term 2014 (research semester off)
- Seminar: Group Cohomology
- AG-Seminar
- Exam course Algebra and Number Theory (LGy)
- Examination course Analysis (LGy)
Winter term 2013/2014
- Lecture: Algebra with Dr Georg Tamme
- Proseminar: Lie groups, Lie algebras and representations with S. Eisenreich and P. Graf
- Exam course Algebra and Number Theory (LGy) with Dr G. Tamme, P. Graf, J. Sprang
Summer term 2013
- Lecture: Linear Algebra II with Dr Georg Tamme
- Advanced seminar: Perfectoid spaces
- Proseminar: Introduction to number theory with S. Eisenreich, P. Graf, Dr G. Tamme
- Seminar: Cryptography and elliptic curves with Prof. Künnemann, Kolb, Smacka, Sprang
Winter term 2012/2013
- Lecture: Linear Algebra I with Sandra Eisenreich
- Seminar: Modular forms with Philipp Graf
- Advanced seminar: Iwasawa theory for totally real number fields with Johannes Sprang
- Advanced seminar: Arithmetic geometry (together with Prof. Gubler, Prof. Jannsen, Prof. Kerz, Prof. Künnemann)
Summer term 2012
- Lecture: Elliptic curves II with Dr Georg Tamme
- Advanced seminar: D-modules and the Riemann-Hilbert correspondence with S. Eisenreich and R. Scheider
- Exam course Algebra and Number Theory with S. Eisenreich and J. Sprang
Winter term 2011/2012
- Lecture: Elliptic curves I
- Lecture: p-adic Hodge theory with Dr Andreas Nickel
- Seminar on algebraic curves with Sandra Eisenreich and René Scheider
- Examination course in analysis (teaching degree Gymnasium) with Dr Georg Tamme
Summer term 2011
- Lecture: Algebraic Number Theory II
- Advanced seminar on cyclotomic solids with René Scheider
- Examination course in algebra (teaching degree Gymnasium) with Dr Andreas Nickel
- Bachelor seminar
Summer term 2010
- Lecture: Group Cohomology
- Advanced seminar on theta functions with Sandra Eisenreich
- Examination course in algebra (teaching degree Gymnasium) with Volker Neumaier
Winter term 2009/2010
- Advanced seminar: The Riemann zeta function with Sandra Eisenreich and Maximilian Niklas
- Proseminar: Linear Algebra and Analytic Geometry (LG, LH, LR) with Maximilian Niklas and Georg Tamme
Summer term 2009
- Lecture seminar on Riemann surfaces with Maximilian Niklas
- Advanced seminar: Automorphic forms and L-functions with Sandra Eisenreich
Winter term 2008/2009
- Lecture: Automorphic Forms I
- Reading seminar on Automorphic Forms I
- Advanced seminar: Automorphic forms and L-functions with Volker Neumaier
Summer term 2008
- Lecture: Analysis IV with Georg Tamme
- Advanced seminar: Modular Forms with Georg Tamme
Winter term 2007/2008
- Lecture: Analysis III
- Proseminar on Lie groups with Volker Neumaier
Summer term 2007
- Lecture: Analysis II
- Proseminar on Fourier theory with Georg Tamme
Winter term 2006/2007
- Lecture: Analysis I
- Advanced seminar: Elliptic curves with Dr Jens Hornbostel
- Proseminar: Linear Algebra and Analytic Geometry (LG, LH, LR) with Volker Neumaier
Summer term 2006
- Lecture: Algebraic Geometry II
- Advanced seminar: Abelian varieties with Dr Jens Hornbostel
- Proseminar: Linear Algebra and Analytic Geometry (LG, LH, LR) with Georg Tamme
Summer term 2005
- Lecture: Probability Theory and Statistics
Winter term 2004/2005
- Lecture: Selected chapters of arithmetic geometry
Summer term 2004
- Lecture: Arithmetic Geometry II
- Advanced seminar: Arithmetic of modular forms with Dr Marco Hien
Winter term 2003/2004
- Lecture: Arithmetic Geometry I
- Advanced seminar: Elliptic curves II with Dr Jens Hormbostel
- Advanced seminar: Riemann surfaces with Louisa Orton
Summer term 2003
- Lecture: Algebra II
- Advanced seminar: Elliptic curves with Dr Jens Hornbostel
Winter term 2002/2003
- Lecture: Algebra I
- Advanced seminar: Introduction to algebraic geometry with Dr Jens Hornbostel
Summer term 2002
- Lecture: Linear Algebra II
- Advanced seminar: Homological algebra with Prof. T. Bröcker and Dr Jens Hornbostel
- Proseminar: Geometry for Linear Algebra with Jörg Zipperer
Winter term 2001/2002
- Lecture: Linear Algebra I