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SUMMARY:The Birch and Swinnerton-Dyer formula in analytic ranks zero and o
 ne for modular forms of higher weight
DTSTART:20230926T141500
DTEND:20230926T160000
DTSTAMP:20260506T144713Z
UID:e18e72ba3b5fd6108908c8ec63af5943056c14b0bc6b09ebd5245ac4
CATEGORIES:Conferences - Seminars
DESCRIPTION:Dimitar Jetchev (EPFL)\nIn this talk\, I will report on recent
  results on the computation of the p-part of the leading term of the L-fun
 ction of a modular form of arbitrary weight at the central point in the ca
 ses when the order of vanishing is at most one. Unlike the classical case 
 of weight 2 modular forms\, qualitatively different arguments are needed i
 n the higher-weight case. After explaining the difference\, I will indicat
 e how one can use level-raising and (non-ordinary) p-adic deformations tog
 ether with some of the arguments in weight 2 to obtain results in the case
  of general weights. This is joint work with Chris Skinner and Xin Wan.\n
  
LOCATION:CM 1 113 https://plan.epfl.ch/?room==CM%201%20113
STATUS:CONFIRMED
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