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SUMMARY:School - Wall-crossing and quiver varieties 
DTSTART;VALUE=DATE:20160523
DTSTAMP:20260512T015115Z
UID:cad910b02f2d9f016726d9d3f5f857cb95abbdbbddbdcfb0633d5d4e
CATEGORIES:Conferences - Seminars
DESCRIPTION:Organisers\nBRIDGELAND Tom (University of Sheffield).\nHAUSEL 
 Tamas (EPFL).\nSZENDROI Balazs (University of Oxford).\nThe School/worksho
 p "Wall-crossing and quiver varieties" will have mini-series lecture cours
 es in the morning and workshop style lectures in the afternoon. The topic 
 is the study of wall-crossing phenomena in algebraic geometry\, representa
 tion theory and mathematical physics loosely related to the geometry of qu
 iver varieties.Minicourses\nBen Davison (EPFL): Cohomological integrality\
 nSean Keel (Austin\, Texas): Theta functions for CY manifolds\nHiraku Naka
 jima (RIMS\, Kyoto): Coulomb branches\nAndrew Neitzke (Austin\, Texas): Wa
 ll crossing in Hitchin's integrable systemAdditional talks by :\nRaf Bockl
 andt (Amsterdam): Stabilizing and deforming\nIvan Loseu (Northeastern): Wa
 ll-crossing for quantized quiver varieties\nJan Manschot (Trinity Dublin):
  Generating functions for invariants of moduli spaces of sheaves on P^2\nG
 iulia Sacca (Stony Brook): TBA\nSarah Scherotzke (Bonn): Quiver varieties 
 and triangulated categories\nAndrey Smirnov (Columbia): Quantum difference
  equations for Nakajima varieties
LOCATION:BI A0 448 https://plan.epfl.ch/?room==BI%20A0%20448
STATUS:CONFIRMED
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