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Mathematics
ON THE SEMI-DISCRETIZED STOCHASTIC CAHN-HILLIARD EQUATION DRIVEN BY SPACE-TIME WHITE NOISE: ANALYTIC L2-NORM ERROR ESTIMATE
Ignatius N. Njoseh
Ignatius N. Njoseh
We studied the analysis with smooth data for a finite element method of the fourth order Stochastic heat equation (Stochastic Cahn-Hilliard Equation) driven by space-time white noise. Using analytic semigroup property, Parseval’s relation and Ito isometry, we were able to establish error estimates for the semi-discrete finite element scheme in the L2 norm.
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