This semester the study group takes place Friday at 9 a.m. in PLT 2744. We study the article of Dasgupta and Kakde on the Brumer-Strak conjecture.
2022-01-14 Organisational meeting (Katharina)
2022-01-21 Preliminaries on fitting ideal, group rings ect. (chapter 2) (Anthony)
2022-01-28 Introduction to the Ritter-Weiß modules (A.1-A.3) (Mihir)
2022-02-04 Properties of the Ritter-Weiß modules (A.4-A.5, chapter 6) (Mihir)
2022-02- 11Deducing the Brumer-Strak conjecture from the main Theorem of the article (chapter 3) (Luochen)
2022-02-18 Proof of Kurihara's conjecture (B.1-B.2)(Cedric)
2022-02-25 Smoothing and Deplecing sets (chapter 4) (Katharina)
2022-03-04 Divisibility implies equality (chapter 5) (Katharina)
2022-03-11 No study group
2022-03-18 Group ring valued modular forms (chapter 7) (Jiacheng)
2022-03-25 Construction of cusp forms (8.1-8.3) (Anthony)
2022-04-01 Construction of cusp forms II (8.4-8.5) (Cedric)
2022-04-08 Galois cohomology classes associated to modular forms (9.1-9.3) (Luochen)
2022-04-15 No study group
2022-04-22 Galois cohomology classes associated to modular forms II (9.4-9.5) (Antonio)