General information: In this study group, we are going to learn about condensed mathematics. Traditionally, cohomology theories do not behave well when topology comes into play. Although there are ways to pass around in various situations, a unified theory did not exist. The theory of condensed mathematics was developed by Dustin Clausen and Peter Scholze in order to tackle this problem.
Time: Wednesdays, 2 pm
Room: D1.07 (Different room on 31. May and 14. Jun.: MB0.08)
Schedule
Talk 1 (26. Apr.): Introduction. Speaker: Ju-Feng
Talk 2 (03. May): Condensed abelian groups. Speaker: Ju-Feng
Talk 3 (10. May): Cohomology. Speaker: James
Talk 4 (17. May): Locally compact abelian groups. Speaker: Muhammad
Talk 5 (24. May): Solid abelian groups I. Speaker: Dan
Talk 6 (31. May): Solid abelian groups II. Speaker: Dan
Talk 7 (07. Jun.): Analytic rings. Speaker: Ju-Feng
Talk 8 (14. Jun.): Solid A-modules. Speaker: James
Talk 9 (21. Jun.): Globalisation. Speaker: Ju-Feng
Notes
The notes for the study group can be found here.
Reference
Dustin Clausen and Peter Scholze (2019), Lectures on Condensed Mathematics
Masterclass in Condensed Mathematics (2020), Notes, videos, and miscellany