Statistics Seminars: The two-time distribution in last-passage percolation
18 October 2017 15:50 in CM221
I will discuss a new approach to computing the two-time distribution in last-passage percolation with geometric weights. This can be interpreted as the correlations of the height function at a spatial point at two different times in the equivalent interpretation as a discrete polynuclear growth model. I will also discuss the problem of multiple spatial points at the two times. The new approach is closer to standard random matrix theory (or determinantal point process) computations compared to the one in my paper "Two time distribution in Brownian directed percolation", Comm. Math. Phys. 351 (2017).
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