Federica Fanoni

Heidelberg University

Curve graphs for infinite-type surfaces

Ergodic Theory and Dynamical Systems Seminar

20th December 2018, 2:00 pm – 3:00 pm
Howard House, 4th Floor Seminar Room

For surfaces of finite-type, studying the action of the mapping class group on a graph, called curve graph, has proved very useful to understand properties of the group itself. In the case of infinite-type surfaces (e.g. surfaces of infinite genus), the classical curve graph is not interesting from the coarse geometry viewpoint. I will discuss why and when we can (or can't) construct interesting graphs in the infinite-type case. Joint work with Matt Durham and Nick Vlamis.

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