Paul Wedrich

© UHH, RRZ/MCC, Mentz

Prof. Dr. Paul Wedrich Department of Mathematics Research Group AZ (Algebra and Number Theory) Bundesstr. 55 (Geomatikum) 20146 Hamburg

Room 318 pronouns: he/him phone: +49 40 42838-5181 secr. phone: +49 40 42838-5171 (Ms. Zimmer) Erasmus office phone: +49 40 42838-5108 (Ms. Mehrabadi) email: paul.wedrich (at) uni-hamburg.de external personal website

I am an equal opportunity representative and the ERASMUS coordinator at the Department of Mathematics, a principal investigator in the cluster of excellence Quantum Universe, and a member of the management team of the Collaborative Research Center 1624 Higher Structures, moduli spaces and integrability.

The multimedia studio at the department of mathematics.

Our group is bringing the international mathematical competition Náboj to Hamburg. In 2024 it will be held on April 19.

Office hours:
only by appointment (via Email)

Teaching, summer semester 2024:

• Knot homology, lecture course + exercises
• Research seminar on Quantum Topology and Categorification (QTCat), with David Reutter

Teaching, winter semester 2023/2024:


• Algebra (on Moodle), lecture course + exercises
• Proseminar über Topologie/Algebra (on Moodle)
• ZMP Seminar on Knot Homology
• Research seminar on Quantum Topology and Categorification (QTCat), with David Reutter

Teaching, summer semester 2023:


• Mathematik 2, Lehramt Sekundarstufe
• Graduate block seminar on low-dimensional topology
• Research seminar on Quantum Topology and Categorification (QTCat), with David Reutter

Teaching, winter semester 2022/2023:


• Mathematik 1, Lehramt Sekundarstufe
• Graduate Seminar on highest weight categories and tilting theory
• Research seminar on Quantum Topology and Categorification (QTCat), with David Reutter, QTCat Archive.

Teaching, summer semester 2022:


• Advanced Algebra, lecture course + exercises
• Seminar on Categorical Algebra Categorical Algebra: Braids, bimodules, and bicategories, seminar jointly with David Reutter

Teaching, winter semester 2021/2022:


• Lie Algebras, lecture course + exercises
• Methods of proof and school-focused examples from Linear Algebra, LSV