MIT String Theory - Zwiebach
Lie Groups and Lie Algebras (HEP-LL)
David Tong - Quantum Field Theory
Introduction to Solid State Physics
MIT Quantum Mechanics 805
Jerome-Dubail-An-introduction-to-2d-CFT-005
Jerome-Dubail-An-introduction-to-2d-CFT-002
Jerome-Dubail-An-introduction-to-2d-CFT-003
Zohar-Komargodski-Advanced-QFT-4
Condensed Matter Physics -- Wang Chong 2019 PI
Paul-Fendley-The-basics-of-non-invertibl_001
MIT 6.050J Information and Entropy, Spring 2008
MIT Effective Field Theory 8.851
Harvard CMSA talks
Paul-Fendley-The-basics-of-non-invertibl_003
Paul-Fendley-The-basics-of-non-invertibl_002
Edward Witten, Seiberg-Witten theory (from PiTP 2010)
Jerome-Dubail-An-introduction-to-2d-CFT-004
Jerome-Dubail-An-introduction-to-2d-CFT-001
MIT Quantum Mechanics 8.06
