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The structure of random Young tableaux with bounded height

Mathematical Physics & Probability

Speaker: Douglas Rizzolo, University of Washington
Related Webpage: http://www.math.washington.edu/~drizzolo/
Location: 1147 MSB
Start time: Wed, May 27 2015, 4:30PM

In this talk we will look at the structure of random standard Young tableaux with a fixed number of rows as the size of the tableaux goes to infinity. By treating a tableau as a collection of non-intersecting paths, we will draw connections with random matrices, conditioned Brownian motion, and pattern-avoiding permutations.