RG 2402/2: Singular SPDEs – approximation and statistical properties (SP 05)
At a glance
Project duration
10/2019
– 09/2022
DFG classification of subject areas
Mathematics
Funded by
DFG Research Unit
Project description
Our aim is to better understand the dynamic behavior of singular SPDEs. In particular, we will study stochastic interface models like the KPZ equation or wetting models and we will investigate the intermittency properties of the continuous parabolic Anderson model. Additionally, we will derive rough path invariance principles for stochastic processes in random media.
Principal investigator
- Person
Prof. Dr. Nicolas Perkowski
- Department of Mathematics