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In this paper, a parallel computational technique is proposed for solving self-adjoint singularly perturbed boundary value problems. After decomposing the domain into three non-overlapping subdomains, we devise three independent boundary-value problems and then using Numerov's scheme for the boundary regions and reduced solution for the regular region, we solve them using three different processors. We have implemented the proposed scheme on parallel machine and speed-ups along with maximum errors are computed to show the efficiency of the scheme.
Date of Conference: 6-8 June 2006