Student Probability/PDE Seminar: Rate of Convergence of Stochastic Homogenization of Hamilton-Jacobi Equations via Metric Problem II

Seminar | April 19 | 2:10-3:30 p.m. | 891 Evans Hall

 Hong Suh, UC Berkeley

 Department of Mathematics

We present the work of Armstrong, Cardaliaguet, and Souganidis, who prove convergence rates for stochastic homogenization using a mixture of probability techniques and PDE techniques. We discuss the metric problem, its rate of convergence, its relation to approximate correctors, and the reduction of the full problem to that of approximate correctors.