Conformal Symmetry in 2D Quantum Field Theory

This podcast is a scientific article discussing infinite conformal symmetry in two-dimensional quantum field theories. The paper explores how these theories are invariant under a specific type of transformation and how their properties can be categorized using mathematical structures like the Virasoro algebra. It also mentions how correlation functions in these theories are constructed from basic components called conformal blocks. The article references and is cited by various other physics papers, demonstrating its influence on subsequent research in areas such as string theory, quantum Hall effect, and critical phenomena