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title:
Finite element approximations for a fourth-order SPDE
name:
Zouraris
first name:
Georgios
location/conference:
SPDE09
PRESENTATION-link:
http://www.dfg-spp1324.de/download/spde09/material/zouraris.pdf
abstract:
We consider an initial and Dirichlet boundary value problem for a fourth-order SPDE driven by an additive space-time white noise. Discretizing the space-time white noise a modeling error is introduced and an regularized problem is obtained. The solution of the regularized problem is approximated combining a finite element method in space with the backward Euler method in time. We derive error estimates for the modeling error and for the approximation error to the solution of the regularized problem.