Event
Bill Cooperman (Chicago)
Thursday, October 27, 2022 11:30to12:30
Burnside Hall
Room 1214, 805 rue Sherbrooke Ouest, Montreal, QC, H3A 0B9, CA
Title: Homogenization for the random G equation
Abstract. How can a fish swim from point A to point B if the ocean current flows faster than the fish can swim? If the current is mean-zero and random in space, then the fish has a chance. I will discuss some results on stochastic homogenization of the G equation, a convex but non-coercive Hamilton-Jacobi equation. Along the way, I will present a simplified proof of a quantitative first-passage percolation shape theorem of Kesten.
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