Supersymmetric Indices of 3d TQFTs on a Riemann surface

I will discuss the partition function of three-dimensional supersymmetric topological field theories defined on a circle bundle over Riemann surface and correlation functions of half-BPS loop operators. From the result, I will derive the quantum algebra of Wilson loops in terms of the associated Bethe equation, and show how the Seiberg-like dualities act on the half-BPS Wilson loops.
Leinweber Center for Theoretical Physics,
Dec 8, 2016, 8:30 AM