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==Motivic sheaves== | ==Motivic sheaves== | ||
Revision as of 16:17, 6 May 2022
Motivic sheaves
The goal of this semester is to continue our study of motives over general bases.
Dates and location
Thursdays, 14-16, M311.
Program
Here you may find the extended program.
Talks
| Date | Title | Speaker | |
| 1. | 12.04 | Thick subcategories | Adeel Khan |
| 2. | 19.04 | Constructible motivic sheaves 1 | Federico Bambozzi |
| 3. | 26.04 | Constructible motivic sheaves 2 | Kevin François |
| 4. | 03.05 | Continuity | No Talk |
| 5. | 17.05 | Locally constructible motivic sheaves | Christian Dahlhausen |
| 6. | 24.05 | Motivic Grothendieck-Verdier Duality | Denis-Charles Cisinski |
| 7. | 07.06 | l-adic realizations | Yigeng Zhao |
| 8. | 14.06 | Generic base change formula | Kevin François |
| 9. | 21.06 | Motivic singular support 1 | Enlin Yang |
| 10. | 28.06 | Motivic singular support 2 | Enlin Yang |
| 11. | 05.07 | Verdier duality and Künneth formula | Helene Sigloch |
