WiSe 26/27 Oberseminar: Efimov K-theory

Time and place: Tuesday 14-16 in M311 and online

The goal of this seminar is to learn Efimov’s continuous K-theory of dualizable stable categories. We will first study compactly assembled and dualizable categories, and construct the extension of localizing invariants to dualizable categories. We will then compute the continuous K-theory of locally compact Hausdorff spaces, as well as Lehner’s generalization of the latter to stably compact spaces.

The main references are:

• Alexander I. Efimov, K-theory and localizing invariants of large categories
• Georg Lehner, Algebraic K-theory of stably compact spaces

If you are interested in participating in this seminar, please contact the organizer.