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Mutation-finite Quivers with Real Weights by Felikson, Anna; Tumarkin, Pavel is a scholarly article available to read on EtoBox.

What is Mutation-finite Quivers with Real Weights about?

We classify all mutation-finite quivers with real weights. We show that every finite mutation class not originating from an integer skew-symmetrizable matrix has a geometric realization by reflections. We also explore the structure of acyclic representatives in finite mutation classes and their relations to acute-angled simplicial domains in the corresponding reflection groups.

Author

Felikson, Anna; Tumarkin, Pavel

Published

2019

Language

EN