Speaker
Justin Kulp
(Perimeter Institute)
Description
SUSY QFT’s are of long-standing interest for their high degree of solvability (due in part to the power of BPS quantities) and phenomenological implications. The holomorphic twist produces a new theory which precisely isolates the BPS operators which give the SUSY QFT its potency. I will describe how this twist is performed; the algebraic structure of the twisted theory; and three surprising results about interacting theories, Feynman diagrams, and confinement.
External references
- 22090070
- cb184acb-deab-438f-b109-efc50945c725
- 919675c3-ef17-47ee-abdb-04884da5eaa9
