Posted in
Speaker:
Joachim Mahnkopf
Affiliation:
U Wien
Date:
Tue, 07/06/2016 - 11:00 - 12:00
Location:
MPIM Lecture Hall We prove a higher rank analogoue of a Conjecture of Gouvea-Mazur on local constancy of dimension of
slope subspaces of automorphic forms for reductive groups having discrete series. The proof is based on
a comparison of Bewersdorff's elementary trace formula for pairs of congruent weights and does not
make use of p-adic Banach space methods or rigid analytic geometry.
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