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Mathematics
ON THE RATE OF STRONG CONVERGENCE OF THE SEMI-DISCRETIZED SOLUTION OF HYPERBOLIC STOCHASTIC EQUTION
Ignatius N. Njoseh
Ignatius N. Njoseh
Error estimates are established in the L2-norm for Galerkin finite element approximation to the solution of a hyperbolic stochastic equation. Optimal rates of convergence are obtained for the semidiscrete solution using Sandefur type of existence and uniqueness of solution.
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