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Geometry and the universal family in the tame case

November 8, 2022 at 14:0015:30 CET

Moduli of Langlands parameters

Continue the study of the geometry of Z1(WF0/PF , Gˆ) [DHKM20, §2.3]. Explain how to define – adic continuity for more general coefficient rings, and construct the universal -adically continuous L-parameter [DHKM20, §2.4]. Time permitting, explain how instead of [DHKM20, Definition 2.11], one could deal with continuity for general coefficients using condensed mathematics as in [FS21, §VIII].

Timo Richarz (University Darmstadt):

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Meeting-ID: 61220727363

Password: largest six digit prime

Details

Date:
November 8, 2022
Time:
14:00 – 15:30 CET

Organizers

Gebhard Böckle
Judith Ludwig
Timo Richarz
Thibaud van den Hove
Torsten Wedhorn

Venue

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