Explore recent developments involving Hitchin's system in this 53-minute lecture by Ron Donagi from the University of Pennsylvania. Delve into connections with SCFTs of Class S, examine extensions to families of integrable systems over the Deligne-Mumford moduli of stable curves, investigate the geometry of the base, and uncover links to the Deligne-Simpson problem. Gain insights into advanced mathematical concepts and their applications in theoretical physics and algebraic geometry.
Overview
Syllabus
Ron Donagi, UPenn: Variations on a theme of Hitchin’s
Taught by
IMSA
Related Courses
-
Products of Matrices, Non-Abelian Hodge Theory, Integrable Systems, and Theories of Class S
-
An Irregular Deligne-Simpson Problem
-
Moduli Space of Curves and Its Intersection Theory - Lecture 1
-
Twistor Space for Moduli of Local Systems on Open Curves
-
Moduli Space of Curves and Its Intersection Theory - Lecture 2
-
Moduli Spaces of Weighted Pointed Stable Curves and Grassmannians G_n,2
