Generating toric noncommuative crepant resolutions
Raf Bocklandt (U Newcastle)
Wednesday 23rd February, 2011 16:00-17:00 204
We introduce an algorithm that can generate all toric noncommutative crepant resolutions of a 3-dimensional toric Gorenstein variety and represent them as dimer models. We discuss how the algorithm can be generalized to the non-gorenstein and higher dimensional cases and we explore its connection with mirror symmetry.