Can I read Delocalization of a $(1+1)$-Dimensional Stochastic Wave Equation on EtoBox?

Delocalization of a $(1+1)$-Dimensional Stochastic Wave Equation by Huang, Jingyu; Khoshnevisan, Davar is a scholarly article available to read on EtoBox.

What is Delocalization of a $(1+1)$-Dimensional Stochastic Wave Equation about?

A noteworthy property of many parabolic stochastic PDEs is that they locally linearize (Foondun, Khoshnevisan and Mahboubi (2015), Hairer (2013, 2014), Hairer and Pardoux (2015), Khoshnevisan, Swanson, Xiao and Zhang (2013)). We prove that, by contrast, a large family of stochastic wave equations in dimension one do not possess this important property.

Author

Huang, Jingyu; Khoshnevisan, Davar

Published

2016

Language

EN