Masterclass — Topological Hochschild Homology and Zeta Values

Expired
Dates : 30 January 2023 » 03 February 2023

Place : Copenhagen
Denmark

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Organizer : University of Copenhagen

Mathematics and Statistics;
Keywords: Arithmetic, Geometry
Description :

The masterclass will present spectacular recent advances in motivic filtrations and their applications. To briefly put this in context, every cohomology theory, in arithmetic geometry and elsewhere, should arise as the graded pieces of a motivic filtration of some localizing invariant, algebraic K-theory and topological cyclic homology being notable examples. The definition of the appropriate motivic filtrations, however, was long elusive. Voevodsky received the 2002 Fields medal, in part, for his definition of the motivic filtration of algebraic K-theory of schemes smooth over a field. This definition, however, was based on algebraic cycles, which are notoriously difficult to handle. In 2018, Bhatt, Morrow, and Scholze defined a motivic filtration of p-complete topological cyclic homology in an entirely different way, which is much simpler and easier to employ elsewhere, and this breakthrough has led to numerous advances.


University of Copenhagen organises its event entitled Masterclass — Topological Hochschild Homology and Zeta Values to be held from 30 January 2023 to 03 February 2023 in Copenhagen, Denmark. It covers various areas of Mathematics and Statistics including 0. For more information, visit the website of the conference or contact the organizer.
Add to calendar 2023-01-30 2023-02-03 Europe/London Masterclass — Topological Hochschild Homology and Zeta Values https://www.sciencedz.net/en/conference/95251-masterclass-topological-hochschild-homology-and-zeta-values Copenhagen - Denmark University of Copenhagen

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