Gegenbauer Polynomial Method for Linear Complex Differential Equations
Computer Science & Engineering
Proceedings of the 8th International Youth Science Forum "Litteris et Artibus", November 22–24, 2018, Lviv: Lviv Polytechnic National University, 2018, pp. 17–21
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First published on this website: 05.11.2018 - 12:40
Abstract
In this paper, gegenbauer polynomials was used to get numerical solution of linear complex differential equations. The equations in the form of matrix polynomial were occurred
Keywords
References
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[3] S. Yüzbaşı, M. Aynıgül and M. Sezer, ”A collocation method using Hermite polynomials for approximate solution of pantograph equations,” Journal of the Franklin Institute, Vol. 348, 2011, pp.1128–1139.
[4] F. Düşünceli and E. Çelik, “An Effective Tool: Numerical Solutions by Legendre Polynomials for High-order Linear Complex Differential Equations,” British Journal of Applied Science & Technology, Vol. 8(4), 2015, pp. 348-355.
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First published Full Text (05.11.2018 - 12:40)
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I send a new version of my paper entitled «Contributions of Algerian Scholars in jurisprudence and its Basis » by E-mail and by electronic submission, through the conference website, according to the secretary HSS observations. In Word and Pdf files
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Dr.Haiat KETTAB
Department of Islamic Sciences, University of M’sila, Algeria.
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