Probability Seminar

Title: Stationary coalescing walks on the lattice
Speaker: Arjun Krishnan
Speaker Info: University of Rochester
Brief Description:
Special Note:

Consider a measurable dense family of semi-infinite nearest-neighbor paths on the integer lattice in d dimensions. Under the assumption that the measure on the paths is translation invariant, we completely classify their collective behavior in d=2. We use our theory to classify the behavior of semi-infinite geodesics in random translation invariant metrics on the lattice; it applies, in particular, to first- and last-passage percolation. (joint work with Jon Chaika)
Date: Tuesday, February 13, 2018
Time: 3:00PM
Where: Lunt 105
Contact Person: Julian Gold
Contact email:
Contact Phone:
Copyright © 1997-2024 Department of Mathematics, Northwestern University.