Extremal Particles in Uniform Random Gelfand-Tsetlin Patterns - Lecture 2

Explore the mathematical concepts of extremal particles in uniform random Gelfand-Tsetlin patterns in this 54-minute lecture by Kurt Johansson from KTH Stockholm, presented at Harvard CMSA. Part of the "Classical, quantum, and probabilistic integrable systems – novel interactions and applications" program, this is the second lecture in a two-part series delivered on April 3, 2025. Delve into advanced mathematical probability theory as Johansson examines the properties and behaviors of these specialized patterns. Note that the recording contains an audio malfunction that may affect the listening experience.