Winter Term 2015/16

Prof. Dr. Dr.h.c. Hélène Esnault  -  Prof. Dr. Holger Reich  -  PD Dr. Kay Rülling

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• Time and place:   Tuesday,  12 -14 h,   SR 025/026,  Arnimallee 6  

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Topological Hochschild Homology and the
de Rham-Witt Complex

Schedule

Date	Title	Speaker
13.10.	1. Overview	Holger Reich
20.10.	2. Simplicial and cyclic objects I	Marta Pieropan
27.10.	3. Simplicial and cyclic objects II	Daniela Egas Santander
03.11.	4. Hochschild-Kostant-Rosenberg I	Lei Zhang
10.11.	5. Hochschild-Kostant-Rosenberg II	Fabio Tonini
17.11.	6. Spectra I	Wouter Zomervrucht
24.11.	7. Spectra II	Kay Rülling
01.12.	8. Equivariant stable homotopy theory I	Mark Ullmann
08.12.	9. Equivariant stable homotopy theory II	Mark Ullmann
15.12.	9. Witt vectors and Witt complexes	Elena Lavanda
19.01.	10. Topological Hochschild homology	Daniel Lütgehetmann
26.01.	11. Comparison in low dimensions	Peter Patzt
09.02.	12. The comparison Theorem I	Kay Rülling
16.02.	room E.31, A7 13. The comparison Theorem II	Holger Reich