Least-Squares Chebyshev Method for Solving Fractional Integro-diffrential Equations
Journal Title: Engineering and Technology Journal - Year 2021, Vol 6, Issue 7
Abstract
The main purpose of this study gears towards finding numerical solution to fractional integro-differential equations. The technique involves the application of caputo properties and Chebyshev 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.
Authors and Affiliations
Oyedepo Taiye , Ayinde Muhammed Abdullahi , Ishaq Adama Ajimati , Adenipekun Adewale Emmanuel
Keywords
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- EP ID EP698230
- DOI 10.47191/etj/v6i7.02
- Views 57
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