Work group Operator algebras and non-commutative geometry

Our work group represents the fields of operator algebras and noncommutative geometry in teaching and research. The current focus of our research is

  • structure of C * algebras and more general non-commutative algebras, in particular their K-theory and cyclic homology, as well as cohomology, group C * algebras
  • representation theory of locally compact groups and the Baum-Connes conjecture
  • non-commutative dynamic systems such as crossed products and ring C * algebras
  • quantized spaces
  • quantum groups and quantum groupoids


We meet every Monday 14 - 16 in SRZ 216 for kleines seminar that is addressed mainly to MSc and PhD students, and to PostDocs.

 

During the lecture period, we meet for talks at Oberseminar C* algebras every Tuesday at 15:45 with coffee, cake and time for discussions in the seminar room SRZ 216 (Orléans-Ring 12).

 

 

Oberseminar C*-Algebras

 

 
Date Name Title Info
08.10.24 David Kerr Dynamical alternating groups and the McDuff property.

change of room: SRZ 214

Coffee: 16:00 s.t.

15.10.24 Petr Naryshkin (Budapest) Uniform Rokhlin Property and comparison.  
22.10.24 Grigoris Kopsacheilis tba.  
29.10.24 Kang Li (Erlangen) Type decomposition of ideals in reduced groupoid C*-algebras.  
05.11.24 Shanshan Hua (Oxford) Classification of approximately finite-dimensional *-homomorphisms.  
12.11.24 Bhishan Jacelon (Prag) Quantum metric Choquet simplices.  
19.11.24     change of room: tba.
26.11.24 Maksym Chaudkhari (South Florida) tba.  
03.12.24 Apurva Seth (Oxford) tba.  
10.12.24 Jennifer Pi (Oxford) tba.  
17.12.24      
07.01.25 Robin Sroka tba.  
14.01.25      
21.01.25      
28.01.25