Friezes from surfaces
Ana Garcia Elsener (University of Glasgow)
Wednesday 26th January, 2022 16:00-17:00 Maths 110
Abstract
Frieze patterns are numerical arrangements that satisfy a local arithmetic rule. These arrangements are actively studied in connection to the theory of cluster algebras. In the setting of cluster algebras, the notion of a frieze pattern can be generalized to a frieze associated with a bordered
marked surface endowed with a decorated hyperbolic metric. We will go through the frieze history, their relation to cluster algebras, announce some results and end with some questions.
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