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Forschungsseminar Geometrie und Topologie

Winter Term 2014/15

Prof. Pavle Blagojevic   -   Prof. Dr. Holger Reich   -   Prof. Dr. Elmar Vogt     
-   Prof. Dr. Günter M. Ziegler


  • Time and place:   Tuesday,  14 -16 h,   SR 031,  Arnimallee 7  


Geometry and Topology

Schedule

DateTitleSpeaker 
       
   at  4 p.m.,  room 119,  A3    
21.10. Comparing combinatorial Models of the
Moduli space of Riemann surfaces 
Daniela Egas Santander
(Universität Bonn)
Abstract
 
       
04.11.
 
 
What is ... ?  (model categories / Quillen equivalences / orthogonal spectra) Joana Cirici /
Mark Ullmann /
Holger Reich 
 
       
11.11. An algebraic model for rational SO(3) spectra  Magdalena Kedziorek  
(University of Sheffield)
Abstract
 
       
Thursday at  2 p.m.,  room 005,  A3    
20.11. On Quillen’s simplicial interpretation of Hochschild cohomology Reiner Hermann
 (NTNU Trondheim)
Abstract
 
       
25.11.

 
What is the geometric meaning of the virtual cohomological dimension of a group? Irakli Patchkoria  
(Univ. of Copenhagen)
 
Abstract
  
 
       
02.12.
 
The Hirzebruch $\chi_y$-genus revisited Ping Li  
(Tongji University, China)
Abstract
 
       
09.12.
 
Higher Signature on Witt spaces
 
 Zhizhang Xie
(Texas A&M Univ.) 
Abstract
 
       
13.01. Farrell-Jones Conjecture for
a-T-amenable groups
Eugenia Ellis Raggio
(Univ. de la República)
 
       

27.01.

Detecting Linear Groups

Efstratios Prasidis  
(Univ. of the Aegean) 
Abstract
 
       
Friday at  9:30 a.m.,  room 005,  A3    
30.01. Stable homology of congruence subgroups Tobias Finis
(Universität Leipzig) 
 
       
Friday at  11 a.m.,  room 005,  A3    
30.01. On homological stability for automor-phism spaces of odd dimensional manifolds Matthias Grey  
(Univ. of Copenhagen) 
 
 
       
03.02. The Tits alternative for the automor-phism group of a free product Camille Horbez
(Université de Rennes) 
Abstract
 
       
  at 12 c.t., seminar room Villa,  A2    
10.02. Groups of piecewise isometric permutations  Robert Bieri
(Universität Frankfurt) 
 
       
   at 12 s.t., room 031, A7    
17.02.

An explicit construction of the Chern character 

Eric Schlarmann
(Universität Göttingen) 

Abstract