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SUMMARY:Quadratic differentials and Donaldson-Thomas invariants
DTSTART:20160517T151500
DTEND:20160517T170000
DTSTAMP:20260609T063741Z
UID:8dd653e8968284978303ecf2dbf2eeb8a5051fb4708822c64e8d54fd
CATEGORIES:Conferences - Seminars
DESCRIPTION:BRIDGELAND Tom\, University of Sheffield\nGiven a 3-Calabi-Yau
  category D with a sufficiently nice stability condition\, one can define 
 associated Donaldson-Thomas invariants. I am interested in whether these i
 nvariants define any kind of geometric structure on the space of stability
  conditions on D. Fortunately\, it is possible to explain this problem wit
 hout assuming any knowledge of CY3 categories or stability conditions:  t
 here is a very nice class of examples relating to moduli spaces of quadrat
 ic differentials on Riemann surfaces\, where everything can be made quite 
 explicit.
LOCATION: BI A0 448  http://plan.epfl.ch/?request_locale=fr&room=BI+A0+448
 &domain=places
STATUS:CONFIRMED
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