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The aim of this weekly seminar is to study Condensed Mathematics as developed by Dustin Clausen and Peter Scholze [LCM]. An overveiw of the topic can be found in this video.
The seminar will take place Friday at 14:00, starting from October 7, 2022
Programme
Programme
Talk 1. Condensed sets (Hoan)
2022/10/07, 14:00-15:00. Room 2BC30
Definition of condensed sets following [LCM] Lecture I, see also section 1.2 of [FCM]
Talk 2. Complements to Talk 1 (Nicola)
2022/10/14, 14:00-15:00. Room 2AB40
Example of profinite sets and fast sheaf theory, see section 1.1 of [FCM]
Talk 3. Condensed abelian groups (Pietro V)
2022/10/21, 14:00-15:00. Room 2AB40
Lecture II of [LCM] and section 2 of [FCM]
Talk 4. Cohomology (Shilun)
2022/10/28, 14:00-15:00. Room 2AB40
Lecture III of [LCM] and section 3.2 of [FCM]
Talk 5. Locally compact abelian groups (Alessandra)
2022/11/04, 14:00-15:00. Room 2AB45
Lecture IV of [LCM] and section 4 of [FCM]
Talk 6. Complements on cardinals (Federico)
2022/11/11, 14:00-15:00. Room P2A (Paolotti https://goo.gl/maps/suPNMjpffGZYhyZ17)
Talk 7. Solid abelian groups I (Federico)
2022/11/18, 14:00-15:00. Room P2A (Paolotti https://goo.gl/maps/suPNMjpffGZYhyZ17)
Talk 8. Solid abelian groups II (Federico)
2022/11/25, 14:00-15:00. Room P2A (Paolotti https://goo.gl/maps/suPNMjpffGZYhyZ17)
Talk 9. Analytic rings (Eduardo)
2022/12/02, 14:00-15:00. Room 2AB45
Talk 10. Solid A-modules (Nicola)
2022/12/16, 14:30-15:30. Room 2AB30
Talk 11. Globalization I (Jakob)
2023/01/13, 14:00-15:00. Room 2AB45
Talk 12. Globalization II (Jakob)
2023/01/20, 14:00-15:00. Room 2AB45
Talk 13. Coherent duality (Nicola)
2023/01/27, 14:00-15:00. Room 2BC60
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