From Compactifications to Topological Insulators
Listen now
Description
In this episode, we discuss the interesting ideas of spontaneous compactification of higher dimensions in theories like string theory, the Kaluza-Klein picture, etc. We then ramble about aspects of bulk-boundary correspondence and topological invariants in condensed matter physics.
More Episodes
Chetan begins by reviewing the eikonal approximation, and factorization theorems for amplitudes. Amartya then discusses this in context of quantum gravity, causality constraints and regge behaviour. This brings us to Vasiliev gravity the origins of string theory, and Chetan makes interesting...
Published 02/02/22
Published 02/02/22
Santhosh begins this episode with a discussion about transverse field Ising chains and dualities, anyon algebras, and systems with known spectra but unknown states. Amartya then talks about the relation between the emergence proposal in EFTs and the weak gravity conjecture, the graviton forward...
Published 01/22/22