Button to scroll to the top of the page.

Events

Monthly View
By Month
Weekly View
By Week
Daily View
Today
Search
Search
Groups And Dynamics
Download as iCal file
Charles Ouyang, Zoom: Compactification of Hitchin components
Thursday, January 21, 2021, 12:30pm - 01:30pm
There are three natural perspectives in which one could view Teichm?ller space: Riemann surfaces as holomorphic objects, hyperbolic metrics as geometric objects, and Fuchsian representations as algebraic and topologic objects. In higher Teichm?ller theory, one studies representations into higher rank Lie groups, where now the holomorphic objects are replaced with Higgs bundles. In certain cases, the new geometric objects are minimal surfaces inside symmetric spaces, and are linked to other geometric structures. In the same spirit as Thurston and Bonahon, we construct a compactification of a few Hitchin components and explicitly describe the boundary objects. This is joint work with Andrea Tamburelli.
Location: Zoom

Math Calendar Login