School - Wall-crossing and quiver varieties  23 - 27 May 2016

The School/workshop 'Wall-crossing and quiver varieties' will have mini-series lecture courses in the morning and workshop style lectures in the afternoon. The topic is the study of wall-crossing phenomena in algebraic geometry, representation theory and mathematical physics loosely related to the geometry of quiver varieties.


Minicourses
Ben Davison (EPFL): Cohomological integrality
Sean Keel (Austin, Texas): Theta functions for CY manifolds
Hiraku Nakajima (RIMS, Kyoto): Coulomb branches
Andrew Neitzke (Austin, Texas): Wall crossing in Hitchin's integrable system


Additional talks by :

Raf Bocklandt (Amsterdam): Stabilizing and deforming
Ivan Loseu (Northeastern): Wall-crossing for quantized quiver varieties
Jan Manschot (Trinity Dublin): Generating functions for invariants of moduli spaces of sheaves on P^2
Sarah Scherotzke (Bonn): Quiver varieties and triangulated categories
Andrey Smirnov (Columbia): Quantum difference equations for Nakajima varieties

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