Courses#

Course material is always found on our OpenOLAT (Open Online Learning and Training) platform. I am providing direct links to the respective course website.

Lecture notes on various topics are growing in my math-hub. I just started this project, so give me some time.

In every semester I am additionally offering reading courses on various topics as preparation for Master’s thesis. Simply contact me via email if you are interested.

SS 2026#

  • Algebraische Strukturen
    [MH] · [KIS]

  • Character Theory of Finite Groups
    [MH] · [KIS]

  • Proseminar “Matroidtheorie”
    [OLAT] · [MH]

WS 2025/2026#

  • Algebraische Strukturen
    [OLAT] · [MH]

  • Algebraic Geometry
    [OLAT] · [MH]

  • Proseminar “Kategorientheorie”
    [OLAT] · [MH]

SS 2025#

  • Quadratic Number Fields
    [OLAT] · [MH]

  • Mathematics for Computer Science Students: Algebraic Structures
    [OLAT] · [MH]

WS 2024/2025#

  • Algebraic Geometry + Exercise sessions
    [MH]

SS 2024#

  • Character Theory of Finite Groups
    [OLAT] · [MH]

  • Geometry of Schemes
    [OLAT] · [MH]

  • Proseminar “Spiegelungsgruppen”
    [OLAT] · [MH]

WS 2023/2024#

  • Algebraic Geometry
    [OLAT] · [MH]

SS 2023#

  • Kleinian Singularities
    [OLAT] · [MH]

  • Quadratic Number Fields
    [OLAT] · [MH]

WS 2022/2023#

Sabbatical (Freistellung für besondere Forschungsvorhaben)

SS 2022#

  • Mathematics for Computer Science Students: Algebraic Structures
    [OLAT] · [MH]

WS 2021/2022#

  • Commutative Algebra
    [OLAT] · [MH]

SS 2021#

  • Elementary Number Theory
    [OLAT] · [MH]

  • Proseminar “Symmetrie: Ein Einstieg in die Lie-Theorie”
    [OLAT] · [MH]

WS 2020/2021#

  • Commutative Algebra
    [OLAT] · [MH]

  • Introduction to Tensor Categories
    [OLAT] · [MH]

SS 2020#

  • Algebraic Structures
    [OLAT] · [MH]

  • Lie Algebras and their Representation Theory
    [OLAT] · [MH]

WS 2019/2020#

  • Algorithmic Number Theory + Exercise Sessions
    [OLAT] · [MH]

2018#

  • Reading Course “Algebraic Geometry” (University of Sydney)

WS 2016/2017#

  • Commutative Algebra (University of Stuttgart)

SS 2014#

  • Computerpraktikum “Polyvalenz” (University of Stuttgart)

SS 2013#

  • Computerpraktikum “Polyvalenz” (University of Stuttgart)