Explore the fascinating world of integrable sigma models at renormalization group fixed points in this hour-long lecture by J. Teschner from DESY. Delve into the quantization of these models as affine Gaudin models, gaining insights into the intersection of integrability, condensed matter physics, and quantum field theory. Uncover the mathematical structures and physical principles underlying these complex systems, and discover how they contribute to our understanding of fundamental phenomena in theoretical physics.
Integrable Sigma Models at RG Fixed Points: Quantisation as Affine Gaudin Models
NCCR SwissMAP via YouTube
Overview
Syllabus
Integrable sigma models at RG fixed points: quantisation as affine Gaudin models, J. Teschner (DESY)
Taught by
NCCR SwissMAP
Related Courses
-
Integrable Sigma Models at RG Fixed Points - Quantisation as Affine Gaudin Models
-
Quantum Local Charges in Chiral Affine Gaudin Models
-
Gaudin Integrability of Conformal Blocks
-
Conformal Bootstrap from Gaudin Integrability
-
Scale and Conformal Invariance in Sigma Models
-
Phase Transitions and Renormalization Group: RG Calculations, Fixed Points and Critical Exponents - Lectures 7-8
