Research
I work with the multigraded Proj construction by Brenner-Schröer. We computed the multigraded Proj for polynomial rings graded by finitely generated abelian groups and generalized huge parts of the classical construction (like §9.1 in Bosch's Algebraic Geometry book). Currently we are trying to transport some results to Mori Deam Spaces.
My thesis (submittet 9/22/25) can be found here.
Teaching
I prepare(d) the exercise classes for the following lectures
| Winter Term 2019/2020 | Algebraic Geometry I Elementarmathematik I |
| Summer Term 2020 | Algebraic Geometry II Elementarmathematik II |
| Winter Term 2020/2021 | Algebraic Geometry III Linear Algebra I |
| Summer Term 2021 | Linear Algebra II |
| Winter Term 2021/2022 | Algebra |
| Summer Term 2022 | Commutative Algebra Elementarmathematik II |
| Summer Term 2023 | Algebraic Geometry II Geometry |
| Winter Term 2023 | Linear Algebra I |
| Summer Term 2024 | Linear Algebra II |
| Winter Term 2024 | Algebra |
| Summer Term 2025 | Commutative Algebra |
| Winter Term 2025/2026 | Algebraic Geometry I |
My supervisor Prof. Alex Küronya and me have written a textbook on elementary math (corresponding to the lecture series `Elementarmathematik') that has been published by Springer in august 2023.
Talks
| 24.10.2019 | Oberseminar Algebra Ulm | Numer field sieve (talk on my master thesis) |
| 22.04.2021 | DaFraHeiMai/GAUS-Seminar SoSe 2021 | The Betti moduli space |
| 09.12.2021 | GAUS-Seminar – WiSe 2021/22 | A crash course on toric varieties |
| 14.10.2024 | GAUS Junior Symposium | Multigraded Proj of polynomial rings |