Seminar at SMU Delhi

September 4, 2019 (Wednesday) , 3:30 PM at Webinar
Speaker: Leonid Mytnik, TECHNION, Israel Institute of Technology
Title: On the speed of a front for stochastic reaction-diffusion equations and the dual particle systems
Abstract of Talk

We study the asymptotic speed of a random front for solutions to stochastic reaction-diffusion equations with multiplicative noise proportional to $\sigma$. We show existence of the speed of the front and derive its asymptotics as $\sigma$ goes to infinity. This also gives us information on the speed of propagation of the branching-coalescent system of Brownian motions with high rate of coalescence.


This is a joint work with C. Mueller and L. Ryzhik.