Quivers of finite mutation type

par Prof. Mikhail Shapiro (Michigan, invité de ICJ de 1 mois)

jeudi 24 mars 2016, 14:00 → 15:00 Europe/Paris

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Quiver mutations play important role in definition of cluster algebra and also appeared independently in form of symmetries of some physical theories (Seiberg duality).​ Mutation class of a quiver Q is the set of all quivers obtained by a finite sequence of mutations from Q.​ In this talk I will discuss quivers with finite mutation class, more exactly, classification result and its application. ​This is a joint work with A.Felikson and P.Tumarkin.