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LA Probability Forum

Thursday, December 1, 2022
3:00pm to 4:00pm
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Lozenge tilings via the dynamic loop equation
Vadim Gorin, Department of Mathematics, UC Berkeley,

Talk held at USC Kaprelian (KAP) 414

I will present a framework for studying general discrete Markov chains with interactions between particles, assuming that these interactions are of random matrix type. The approach is based on a novel holomorphic observable for the transition probabilities. As an application we will discuss inhomogeneous (q,kappa)-distributions on lozenge tilings and uncover their rich asymptotic behavior.

For more information, please contact Math Dept by phone at 626-395-4335 or by email at [email protected].