This semester, our Oberseminar will be about derived categories of coherent sheaves, and more specifically on derived splinters, full exceptional collections and highest weight categories. This seminar runs in collaboration with our Bielefeld colleagues from the BIREP.
Our main references will be
[Ba12] Bhatt, Derived splinters in positive characteristic.
Compos. Math. 148 (2012)
[Ef17] Efimov, Derived categories of Grassmannians over integers and modular representation theory.
Adv. Math. 304 (2017)
[Ka84] Kapranov, Derived category of coherent sheaves on Grassmann manifolds. Izv. Akad. Nauk SSSR Ser. Mat. 48 (1984)
[Kr17] Krause, Highest weight categories and recollements. Ann. Inst. Fourier 67 (2017)
[SS10] Schwede and Smith, Globally F-regular and log Fano varieties. Adv. Math. 224 (2010)
For more information,
please contact Charles Vial.
Thursday1 October, 2020 | ||
|---|---|---|
| 11:00 |
Charles Vial Splinters in positive characteristic |
|
| 14:00 |
Eike Lau Full exceptional collections for Grassmannians in characteristic zero |
|
Thursday5 November, 2020 | ||
| 13:00 |
Johannes Krah F-regularity and splinters |
|
| 15:00 |
Henning Krause Strict polynomial functors |
|
Thursday12 November, 2020 | ||
| 14:00 |
Eike Lau Full exceptional collections for the Grassmannians over the integers |
|