Abstract
This article considers a system of singularly perturbed periodic boundary value problem which exhibits two layers at the end points. We apply a hybrid difference scheme to the system of periodic problem on piecewise uniform Shishkin type of meshes. Further, we derive an $$\varepsilon $$-uniform error estimate with almost second order accuracy. Test problems with numerical results are given to support the efficiency and novelty of the method.
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More From: International Journal of Applied and Computational Mathematics
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