Workshop:
Arithmetic Geometry
and Topological Cyclic Homology
University of Copenhagen
18-20 April 2016
Recent work has demonstrated the unifying role of periodic cyclic homology relative to the initial ring S of higher algebra in relation to the cohomological interpretation of zeta functions of schemes smooth and proper over both archimedean fields and non-archimedean fields. The workshop aims to uncover feasible further steps towards extending this framework to a global situation. In this connection, the discrete theory of S-modules and the corresponding derived theory of symmetric monoidal infinity categories are expected to play a role.
Schedule:
Venue:
Auditorium 4, Department of Mathematical Sciences, University of Copenhagen.
See map and transport information.
Registration:
There is no formal registration, but in order to help with the planning, please inform NBP Administrator Ms. Mette Fulling if you plan to attend the workshop.
Practical Information:
Hotels - conveniently located for access to both city and university.
Organizers:
Alain Connes, Caterina Consani, and Lars Hesselholt.
Sponsor:
The workshop is sponsored by the Danish National Research Foundation through the Niels Bohr Professorship of Lars Hesselholt.
