Teaching

Winter Semester 2025

250108 VO Algebraic Geometry
- Main text: Artin, Algebraic Geometry: Notes on a Course
- Examination revision: 27 Jan (at the usual time/place)
- First final examination on 30 Jan (at the usual time/place)
- Problem sheet
- Some notes on Grassmannians
- Some notes on Zariski tangent spaces and singular points in higher dimension
- Examinable material: Artin 2.1-2.5 and 2.6.1-2.6.2, 3.1-3.4, 3.5.1-3.5.12, and basics on Grassmannians, 4.1-4.4 and 4.5.1-4.5.11, 5.1.1-5.1.11, 5.2.1-5.2.3, and basics on Zariski tangent spaces, singular points in higher dimension and maps between curves
- Sample exam (note this only covers the first half of the course; the real exam will include material from the whole semester as listed above)
250003 VO Geometry and Topology
250005 PS Seminar Geometry and Topology

Summer Semester 2025

250010 VO Topics in Algebraic Geometry 2
- Main text remains: Artin, Algebraic Geometry: Notes on a Course
- For sheaves and cohomology, the last few sections of Gathmann’s class notes are very helpful
- Problem sheet. Problem sheet 2.
- Some notes on regular functions on varieties
- Examinable material
250003 UE STEOP
250032 SE Bachelorseminar
250046 SE Geometry and Topology: a learning seminar on Computational Topology

Winter Semester 2024

250010 VO Topics in Algebraic Geometry
250012 PS Analysis und Lineare Algebra 1
250079 PS Algebra
250161 SE Seminar Geometry and Topology: a learning seminar on geometric structures on 3-dimensional manifolds

Summer Semester 2024

250057 VO Group theory
250058 PS Introductory Seminar on group theory
250032 SE Bachelorseminar
250046 SE Geometry and Topology: learning seminar about the Mapping Class Group

Winter Semester 2023

250029 VO Commutative Algebra and Algebraic Geometry
250012 PS Analysis and Linear Algebra 1
250161 SE Seminar Geometry and Topology

Summer Semester 2023

250057 VO Group theory
250058 PS Introductory seminar on group theory
250116 VO Graded rings and projective geometry