Title of article
Numerical Solution of System of Linear Fractional Integro-differential Equations by Least Squares Collocation Chebyshev Technique
Author/Authors
Taiye ، O. Department of Applied Science - Federal College of Dental Technology and Therapy , Adebayo ، T. O. Department of Mathematics - University of Ilorin , James ، A. A. Department of Mathematics - America University of Nigerian , Adam ، I. A. Department of Physical Sciences - Al-Hihmah University , Muhammed ، A. A. Department of Mathematics - Modibbo Adama University
From page
10
To page
21
Abstract
This study presents the approximate solutions of a system of Fractional Integro-Differential Equations (FIDEs) with least squares collocation Chebyshev technique. The technique reduce the problem to system of linear algebraic equations and then solved. The applicability of this method has been demonstrated by numerical examples. Numerical results show that the method is easy to implement and compares favorably with the exact results.
Keywords
System of linear fractional integro , differential equations , Least Squares Collocation , Chebyshev polynomials
Journal title
Mathematics and Computational Sciences
Journal title
Mathematics and Computational Sciences
Record number
2726778
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