Browsing by Author "Olaosebikan, M. L"

Now showing 1 - 2 of 2
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    Least Squares Bernstein Method for Solving Fractional Integro- Differential Equations
    (Faculty of Technology Education, Abubakar Tafawa Balewa University Bauchi., 2022) Oyedepo, T; Ishola, C. Y; Uwaheren, O. A; Olaosebikan, M. L; Ajisope, M. O; Victor, A. A
    This study gears towards finding a simple numerical algorithm for the solution to fractional integro-differential equations. The technique involves the application of Caputo properties and the properties of Bernstein polynomials to reduce the problem to system of linear algebraic equations and then solved using MAPLE 18. To demonstrate the accuracy and applicability of the presented method some numerical examples are given. Numerical results show that the method is easy to implement and compares favorably with the exact results. The graphical solution of the method is displayed
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    Solution of an SIR Infectious Disease Model by Differential Transform Method.
    (ATBU Journal of Science, Technology and Education, 2021) Olaosebikan, M. L; Victor, A. A; Uwaheren, O. A; Ayoola, T. A; Ajisope, M. O
    A mathematical model on the transmission dynamics of infectious disease using the concept of differential equation was developed. Differential Transform Method (DTM) was employed to attempt the series solution of the model. The validity of the DTM in solving the model was established by classical fourth-order Runge-Kutta method implemented in Maple 18. The comparism between DTM solution and Runge- Kutta(RK4) were performed. The results obtained confirm the accuracy and potential of the DTM to cope with the analysis of modern epidemics.