Omar Foda (University of Melbourne)
Friday 16th August, 12:05-12:55pm, Carslaw 373
Classical and quantum integrability in maximally supersymmetric gauge theories
I wish to start by recalling basic concepts and definitions related to quantum and classical integrable models. This part should be self contained.
Following that, I wish to outline
- How quantum integrability can be used to compute certain objects in maximally supersymmetric gauge theories, and
- Current attempts to use classical integrability to compute the corresponding asymptotics.