Tuesday, February 4, 2020
02/04/2020 - 4:15pm
Fock-Goncharov found a beautiful structure of cluster
02/04/2020 - 6:00pm
Abstract: A surface is a geometric object which locally looks like an open disk in R^2, like the sphere, or the torus (the surface of a donut). We’ll talk about the topological symmetries of surfaces, and illustrate how geometry, dynamics, and linear algebra come together while studying loops on surfaces to obtain information about the symmetries of the surfaces.