Explicit Serre weights for two-dimensional Galois representations
The Serre weight conjectures are conjectures that, roughly
speaking, predict the weight of a modular form from which a given mod p
Galois representation arises. Starting from Serre's original conjecture
for classical modular forms, I will give a motivated approach towards
correct generalisations of the Serre weight conjectures to Hilbert
modular forms. Then I'll talk about new results giving a more explicit
version of the weight conjectures for Hilbert modular forms.
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Michael Schein is inviting you to a scheduled Zoom meeting.
Topic: BIU Algebra Seminar -- Steinmetz
Time: Aug 26, 2020 10:20 AM Jerusalem
Join Zoom Meeting
https://zoom.us/j/3185323623?pwd=NzJncWZVV1dJQXZSSDlralk1d3NsZz09
Meeting ID: 318 532 3623
Passcode: 142857
Last Updated Date : 17/08/2020