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SUMMARY:Hida theory over some Shimura varieties without ordinary locus. - 
 Riccardo Brasca (Universite Paris Diderot)
DTSTART:20160510T131500Z
DTEND:20160510T141500Z
UID:TALK64790@talks.cam.ac.uk
CONTACT:G. Rosso
DESCRIPTION:The notion of ordinary modular form is meaningless if the ordi
 nary locus of the relevant Shimura variety is empty\, so it seems impossib
 le to generalize Hida theory to this situation. We can nevertheless replac
 e the ordinary locus by the so called mu-ordinary locus introduced by Wedh
 orn\, that is always not empty. In this talk we will explain how to genera
 lize Hida theory over the mu-ordinary locus in some cases.
LOCATION:MR13\, Centre for Mathematical Sciences
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