Academic Services Office
Welcome to the website of the Academic Office Mathematics!
The Academic office is the central point of contact for all organisational and formal questions about studying at the Department of Mathematics.
Please use the support form in your STiNE portal for questions regarding STiNE, course and exam registrations.
This will help us to process your enquiries as quickly as possible.
For many questions, it is also worth taking a look at our FAQ or forms.
Please direct other enquiries to: studium.math@uni-hamburg.de. For data protection reasons, please use
- a uni-hamburg.de e-mail address,
- or a studium.uni-hamburg.de email address.
Opening hours
| morning | afternoon | |
| Monday | 9:00 – 11:30 a.m. | 1:00 – 4:00 p.m. |
| Tuesday | 1:00 – 4:00 p.m. | |
| Wednesday | 9:00 – 11:30 a.m. | 1:00 – 4:00 p.m. |
| Thursday | 9:00 – 11:30 a.m. | 1:00 – 4:00 p.m. |
For specific inquiries, please refer to the individual office hours of our staff.
Absences:
Matthias Rogaczewski: 09.-12.09.2025
Jan Kühne: 08.09. - 19.09.2025
Diana Meier zu Verl: 25.08. - 12.09.2025
Bärbel Beuth-Lippert: 11.09. - 19.09.2025
Here you can find the presentation for orientation in the master's degree programs from Summer 2025 (prep course):
Presentation by Mrs. Meier zu Verl (coordinator M.Sc. Mathematical Physics, M.Sc. Technomathematics, M.Sc. Business Mathematics) and Mr. Rogaczewski (coordinator M.Sc. Mathematics) (pdf)
Invitation to thesis defense
Tuesday, 16.09.2025
at 14:00, Bu 55, H3
Benjamin Brindle
topic: Different perspectives on Multiple q-Zeta Values
Wednesday, 17.09.2025
at 15:00, Bu 55, H6
Sandra Albrechtsen
topic: On tree-decompositions, tangles and coarse graph theory
Wednesday, 17.09.2025
at 16:30, Bu 55, H6
Paul Knappe
topic: Graph-decompositions: Trees, tangles and locality
Friday, 19.09.2025
at 10:00, Bu 55, R 1528
Kamal Kishor Sharma
topic: Development of a structure-preserving idealized stochastic climate model
Wednesday, 24.09.2025
at 9:30, Bu 55, H6
Eleonora Ficola
topic: Existence and duality results for BV solutions to linear-growth variational problems with measure data
Monday, 06.10.2025
at 10:30, Bu 55, H3
Mouhanned Gabsi
topic: A Multiscale Finite Element Framework for Coupled Continuity and Momentum Equations in the Saint-Venant System