From Liouville to Painlevé and Heun via CFT/Isomonodromy Relation

From Liouville to Painlevé and Heun via CFT/Isomonodromy Relation

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only! Grab it Explore the intricate connections between Liouville theory, Painlevé equations, and Heun functions through the lens of conformal field theory (CFT) and isomonodromy in this comprehensive 1-hour 37-minute lecture. Delve into the three distinct approaches to CFT: integrable, probabilistic, and supersymmetric. Join O. Lisovyi from Université de Tours as he guides you through this advanced mathematical journey, unraveling the complex relationships between these fundamental concepts in theoretical physics and mathematics.