Title: Phase Structure of ALH Moduli Spaces
Speaker: Sergey Cherkis, University of Arizona
Date: Thursday, November 7, 2013
Time: 2:00pm – 2:30pm
Place: Seminar Room 313, Simons Center
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Abstract: Moduli spaces of instantons and monopoles provide a rich source of hyperkaehler geometries. Depending on the space on which the former are considered, their moduli spaces are realized as moduli spaces of quivers, bows, slings, or monowalls, leading to ALE, ALF, ALG, or ALH geometries. In this talk we focus on ALH case. We classify such moduli spaces and explore their phase structure.