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  1. Home
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Browsing by Author "O.A. Taiwo"

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    Exact Solution of Fractional Order Integro-Differential Equations by Collocation Method
    (Ibrahim Badamasi Babangida University, Lapai., 2018) K.A. Bello; O.A. Taiwo; F.A Adebisi; A. Abubakar
    In this paper, the application of standard collocation method on fractional integro-differential equation was carried out by assuming a modified trial solution with chebyshev polynomial basis. Equally spaced interior collocation points was adopted. In built maple 18 was used for the computation of the four illustrative examples, for the simple demonstration of the applicability, validity and reliability of the method. It is however concluded that the method is considered as one of the novel solvers of the class of fractional integro-differential equation.
  • Item
    Extension of Picard’s Successful Iteration Method to Numerical Solution of Second Order Initial Value Problem
    (Faculty of Natural Sciences, Ibrahim Badamasi Babangida University, Lapai, Niger State, Nigeria, 2020) K.A. Bello; O.A. Taiwo; A. Abubakar
    In this paper, Picard’s successive iteration method, to obtain the numerical solution for second order initial value problem is derived. The derivation of the new method is purely based on differentiation of the general class of the problem, following the Picard’s first order iteration method steps with little modification and adjustment. The derived method is implemented on three numerical examples, and the result obtained converge positively to the exact solution as contained in literature.

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