Center for Theoretical Physics of the Universe (CTPU)

The Unreasonable Effectiveness of Geometry in Superconformal Field Theory

by Craig Lawrie (University of Pennsylvania)

Thursday, 25 February 2021 from to (Asia/Seoul)
at zoom meeting
I will explain how certain physical properties of quantum field theories can be manifestly encoded in the geometric properties of the compactification space of a higher dimensional theory. I will focus on superconformal field theories where the correspondence can be made particularly explicit. I will start from the electric-magnetic duality of U(1) Maxwell theory and build up to recent work in 4d and 6d superconformal field theories. In particular, I will describe the vast zoo of 6d N=(1,0) SCFTs that can be constructed following this principle, and further what one can learn about their compactifications to four dimensions.