Webrelaunch 2020

Research Group Algebraic and Geometric Topology

Postdoc position

We are advertising a postdoc position to start in 2026. The details can be found here.

Guests

12.11.2025–14.11.2025Miguel Barata (Utrecht)
14.07.2025–18.07.2025Samuel Muñoz-Echániz (Cambridge)
03.06.2025–04.06.2025Hyeonhee Jin (Bonn)
12.05.2025–23.05.2025Fadi Mezher (Copenhagen)
27.04.2025–01.05.2025Mark Powell (Glasgow)
05.02.2025–07.02.2025Connor Malin (Bonn)
26.07.2024–31.07.2024Oscar Randal-Williams (Cambridge)
11.07.2024–11.07.2024Tariq Syed (Universität Mainz)
17.03.2024–13.04.2024Robin Stoll (Stockholm)
07.02.2024–08.02.2024Robin Sroka (Münster)
04.09.2023–29.09.2023Samuel Muñoz-Echániz (Cambridge)
11.08.2023–13.08.2023Oscar Randal-Williams (Cambridge)
19.06.2023–21.06.2023Johannes Ebert (Münster)
18.04.2023–21.04.2023Christian Kremer (Bonn)
09.01.2023–13.01.2023Andrea Bianchi (Kopenhagen)
28.11.2022–02.12.2022Robin Stoll (Stockholm)
21.07.2022–24.07.2022Alexander Kupers (Toronto)
21.07.2022–24.07.2022Oscar Randal-Williams (Cambridge)

Online seminar

Our research group coorganises the biweekly online research seminar Manifolds, homotopy theory, and related topics (currently on a break). External audience members are very welcome.

Administration

B.P. (CCI) Ines Knoch

Teaching

Semester Titel Links Typ
Sommersemester 2025 Topics in Algebraic Topology Vorlesung (V)
Tutorial for 0100022 (Topics in Algebraic Topology) Übung (Ü)
AG Algebraic and Geometric Topology Seminar (S)
Wintersemester 24/25 Algebraic Topology Vorlesung (V)
Tutorial for 010009 (algebraic topology) Übung (Ü)
AG Algebraische und Geometrische Topologie Seminar (S)
Sommersemester 2024 Seminar (Topologie) Seminar (S)
AG Algebraic and Geometric Topology Seminar (S)
Wintersemester 23/24 Elementare Geometrie Vorlesung (V)
Übungen zu 0103000 (Elementare Geometrie) Übung (Ü)
AG Algebraische und Geometrische Topologie Seminar (S)
Wintersemester 25/26 Topics in Homotopy Theory Vorlesung (V)
Tutorial for 0110200 (Topics in Homotopy Theory) Übung (Ü)
AG Algebraische und Geometrische Topologie Oberseminar (OS)
Semester Title Type
Winter Semester 2025/26 Seminar
Summer Semester 2025 Lecture
Seminar
Winter Semester 2024/25 Lecture
Seminar
Summer Semester 2024 Lecture
Seminar
Seminar
Winter Semester 2023/24 Lecture
Seminar
Summer Semester 2023 Seminar
Seminar
Winter Semester 2022/23 Lecture
Seminar
Seminar
Summer Semester 2022 Seminar