Vadim Gorin

Vadim Gorin is an Associate Professor in the Department of Mathematics at the University of California, Berkeley. His research focuses on Probability and Algebra. He is affiliated with the university's mathematics department and can be contacted via email at frontoffice@math.berkeley.edu. His professional profile is available at https://math.berkeley.edu/people/faculty/vadim-gorin.

Vadim Gorin is a researcher at UC Berkeley, specializing in integrable probability, random matrices, and representation theory. His work explores stochastic models, such as the stochastic six-vertex model and random lozenge tilings, with applications to statistical mechanics and representation theory. Gorin has contributed to understanding fluctuations in particle systems, Gaussian free fields, and connections between random matrix theory and integrable systems. His research also includes the study of Macdonald processes, Dyson Brownian motions, and the asymptotics of symmetric polynomials. His publications highlight the interplay between algebraic structures and probabilistic models, advancing the understanding of complex systems through rigorous mathematical analysis.