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SUMMARY:The Metaplectic Representation is Faithful -  Mario Marcos Losada
DTSTART:20240124T163000Z
DTEND:20240124T173000Z
UID:TALK210910@talks.cam.ac.uk
CONTACT:Adam Jones
DESCRIPTION:Iwasawa algebras are completed group rings that arise in numbe
 r theory\, so there is interest in understanding their prime ideals. For s
 ome special Iwasawa algebras\, it is conjectured that every non-zero such 
 ideal has finite codimension and in order to show this it is enough to est
 ablish the faithfulness of the modules arising from the completion of high
 est weight modules. In this talk we will look at methods for doing this an
 d apply them to the specific case of the metaplectic representation for th
 e symplectic group.
LOCATION:MR12
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