Mathematics 276B
Introduction to Integrable Probability (111321)
Alexei Borodin2025 Spring (4 Credits)
Schedule: TR 0130 PM - 0245 PM
Instructor Permissions: None
Enrollment Cap: n/a
The goal of the class is to offer an introduction into an emerging field of Integrable Probability that unites a variety of exactly solvable stochastic models under its umbrella. Such models usually have deep connections with representation theory and algebraic combinatorics on one side, and with quantum integrable systems on another one. Algebraic techniques end up being crucial for fine asymptotic analysis of these integrable probabilistic models, and its results often predict similar limiting behavior for much broader universality classes of stochastic systems.
: