Ph.D. Seminar WS 2025/26: Algebraic K-theory
Welcome to the webpage of the Ph.D. Seminar of the ESAGA group for the winter semester 2025/26 on algebraic K-theory.
The seminar will take place every Wednesday starting from October 15th in the lecture room WSC-S-U-3.03. The talks will start at 2.15 pm and last about 90 minutes.
You can find an updated version of the program here.
Let me know if you would like to volunteer for any of the talks!
Date | Speaker | Talk | Notes |
15/10/25 | Linda | 0. Introduction | |
22/10/25 | Hind | 1. The Grothendieck group of rings and schemes | |
29/10/25 | Paolo | 2. The Chow group and the Chern classes | |
05/11/25 | Wenkang | 3. The Chern character isomorphism | |
12/11/25 | 4. K_1 and K_2 of a ring | ||
19/11/25 | Anna | 5. The classifying space of a small category | |
26/11/25 | 6. The Quillen + and S^{-1}-constructions | ||
03/12/25 | 7. The Quillen Q-construction and the "+=Q" Theorem | ||
10/12/25 | 8. The Waldhausen S-construction | ||
17/12/25 | 9. Properties of higher algebraic K-theory | ||
07/01/26 | 10. Computation of the K-theory of finite fields | ||
14/01/26 | 11. The Kummer-Vandiver conjecture / The Merkurjev-Suslin Theorem | ||
21/01/26 | David | 12. Universality of algebraic K-theory | |
28/01/26 | Proposal session for the next term |