Vortrag von Dr. Denis Nardin
Datum: 04.04.22 Zeit: 13.15 - 14.45 Raum: Y27H25
Twisted K-theory is a variant of algebraic K-theory built out of modules over an Azumaya algebra. It is therefore natural to ask how many properties it shares with algebraic K-theory. In this talk I will show that the situation is as good as can be expected (at least over a field of characteristic 0), extending results by M. Levine and B. Kahn. In particular we will construct a spectral sequence converging to twisted K-theory whose E_2-page are certain "twisted" Chow groups. This is joint work with E. Elmanto and M. Yakerson.