| Private Homepage | https://www.uni-muenster.de/Topologie/ourgroup/joachim.html |
| Topics in Mathematics Münster | T1: K-Groups and cohomology |
| Current Publications | • Herick, Maria; Joachim, Michael; Vahrenhold, Jan Adaptive Approximation of Persistent Homology. Journal of Applied and Computational Topology Vol. 8 (8), 2024 online |
| Current Projects | • EXC 2044 - T01: K-Groups and cohomology K-groups and cohomology groups are important invariants in different areas of mathematics, from arithmetic geometry to geometric topology to operator algebras. The idea is to associate algebraic invariants to geometric objects, for example to schemes or stacks, C∗-algebras, stable ∞-categories or topological spaces. Originating as tools to differentiate topological spaces, these groups have since been generalized to address complex questions in different areas. online | joachim@uni-muenster.de |
| Phone | +49 251 83-32735 |
| FAX | +49 251 83-38370 |
| Room | 508 |
| Secretary | Sekretariat AG Topologie Frau Claudia Rüdiger Telefon +49 251 83-35159 Fax +49 251 83-38370 Zimmer 516 |
| Address | apl. Prof. Dr. Michael Joachim Mathematisches Institut Fachbereich Mathematik und Informatik der Universität Münster Einsteinstrasse 62 48149 Münster Deutschland |
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