Special Probability Seminar
Thursday, September 28, 2017 at 3:00pm to 4:00pm
2-142
Herbert Spohn (TU Munich and Columbia University)
"KPZ growing interfaces: How flat is flat?"
Studied is the TASEP with initial data given through a spatially stationary stochastic point process at density 1/2. For the height above the origin a novel one-parameter family of asymptotic universal distributions is obtained, which interpolates between GOE Tracy-Widom and Baik-Rains. We also discuss the half-space six-vertex model at its conical point. This is joint work with S. Chitta and P.L. Ferrari.
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