Power Series Methods for Solving Fractal Differential Equations using Least Squares Approximations

Authors

  • Dafar Zuhier Ali, Adil AL-Rammahi

Abstract

For introducing of studying the fractal differential Equations, a proposed method for its solution was studied using Power series Methods via least squares approximations. The method depend on the definitions of Riemann-liouville fractional derivatives. The linear non homogenous fractal differential Equations are solved with detailed examples. For checking the errors, many comparisons of solutions with exact solutions and with known solutions.

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Published

2022-08-02

How to Cite

Adil AL-Rammahi, D. Z. A. (2022). Power Series Methods for Solving Fractal Differential Equations using Least Squares Approximations . Mathematical Statistician and Engineering Applications, 71(3s3), 115–129. Retrieved from https://www.philstat.org.ph/index.php/MSEA/article/view/353