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SUMMARY:Triple product formula and applications to subconvexity bound and 
 mass equidistributions
DTSTART:20151104T141500
DTEND:20151104T151500
DTSTAMP:20260916T074051Z
UID:3b10b29571f5cb1339baab49ac7125d4256545d43a85195f3aa53cc0
CATEGORIES:Conferences - Seminars
DESCRIPTION:Yueke Hu - University of Wisconsin\, Madison\nAbstract: Triple
  product formula relates the integral of a product of three automorphic fo
 rms\, with the special value of triple product L-function and local integr
 als at ramified places. Before my work\, not much was known for the local 
 integrals with ramifications. But they are important for many applications
 . I will talk about my work on explicit computations and upper bounds of t
 he local integrals for very general ramifications. Such results can be app
 lied to prove the subconvexity bound of triple product L-function in level
  aspect\, and mass equidistribution on modular curve of level N.
LOCATION:GC B3 31 http://plan.epfl.ch/?room=GC%20B3%2031
STATUS:CONFIRMED
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