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UID:20260602T084435EDT-7895kVuUEw@132.216.98.100
DTSTAMP:20260602T124435Z
DESCRIPTION:Title: BAA branes on the Hitchin moduli space from solutions to
  the extended Bogomolny equations.\n\nAbstract: BAA branes are complex Lag
 rangian submanifolds of the Hitchin space. Recently\, there has been inter
 est in these objects due to their appearance in mirror symmetry conjecture
 s and due to their intimate connection with the geometry of the Hitchin sp
 ace. In this talk I will introduce the above notions. Then I will introduc
 e the extended Bogomolny equations and explain how their solutions lead to
  holomorphic data associated with a Riemann surface. As long as the degree
  of a naturally occuring line bundle is not too negative\, I will show tha
 t the moduli of these holomorphic data is a BAA brane. Some of the BAA bra
 nes obtained this way are known but some are new.\n\nHybride : UQAM PK-511
 5\, 201 Av. du Président-Kennedy\, Montréal\, QC H2X 3Y7\n
DTSTART:20230317T150000Z
DTEND:20230317T160000Z
SUMMARY:Dimakis Panagiotis  (Standfort University)
URL:/mathstat/channels/event/dimakis-panagiotis-standf
 ort-university-346888
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