On the Numerical Approximation of Delay Differential Equations by a Decomposition Method

Research Article

On the Numerical Approximation of Delay Differential Equations by a Decomposition Method

A numerical technique involving the decomposition of the differential operator is applied to the approximation of Delay Differential Equations (DDE). The method does not involve linearization or discretization in any form. The algorithm presents solutions as rapidly convergent infinite series of easily computable terms. Results obtained for numerical examples show the efficiency and accuracy of the method.

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O.A. Taiwo and O.S. Odetunde, 2010. On the Numerical Approximation of Delay Differential Equations by a Decomposition Method. Asian Journal of Mathematics & Statistics, 3: 237-243.

DOI: 10.3923/ajms.2010.237.243

URL: https://scialert.net/abstract/?doi=ajms.2010.237.243

Asian Journal of Mathematics & Statistics

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O.A. Taiwo

O.S. Odetunde

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Research Article

On the Numerical Approximation of Delay Differential Equations by a Decomposition Method

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