Lozenge Tilings via the Dynamic Loop Equation
Offered By: USC Probability and Statistics Seminar via YouTube
Course Description
Overview
Explore a framework for studying discrete Markov chains with particle interactions in this 37-minute USC Probability and Statistics Seminar talk. Delve into a novel holomorphic observable for transition probabilities, focusing on interactions of random matrix type. Examine the application of this approach to inhomogeneous (q,kappa)-distributions on lozenge tilings, uncovering their complex asymptotic behavior. Gain insights into the dynamic loop equation and its relevance to Berkeley's research in this field.
Syllabus
Vadim Gorin: Lozenge tilings via the dynamic loop equation (Berkeley)
Taught by
USC Probability and Statistics Seminar
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