Compute Approach of Fractional Volterra Integro Differential Equation Via Boubaker polynomials

Authors

  • Abdul Khaleq O. Al-Jubory University Al-Mustansiriyah, College of Science, Department of Mathematics Baghdad-Iraq.
  • Naseif J. AL-Jawari2 University Al-Mustansiriyah, College of Science, Department of Mathematics Baghdad-Iraq.

Keywords:

Boubaker polynomials, PGM, Fractional Derivative, Caputo sense

Abstract

In this paper, the approximate solutions of linear Volterra of fractional integro-differential equations nonhomogeneous of the second kind studied by using Petrov-Galerkian method via Boubaker polynomials basis. The fractional derivatives are described in the Caputo sense. The Petrov-Galerkian method is very effective and convenient and overcome the difficulty of traditional methods. Examples are given to illustrate these results shown in tables and figures.

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Published

2022-03-17

How to Cite

Al-Jubory, A., & AL-Jawari2, N. (2022). Compute Approach of Fractional Volterra Integro Differential Equation Via Boubaker polynomials. Journal of Iraqi AL-Khwarizmi, 2(special), 220–228. Retrieved from https://iraqma.net/journal/index.php/JIKhs/article/view/50

Issue

Vol. 2 No. special (2018): special

Section

Articles