خوارزمية عددية لحل معادلات فولتيرا-فريدهولم التكاملية- التفاضلية

سليمان محمد  محمود; سامي  انجرو; حسن نواف  ضاهر

Article Details

خوارزمية عددية لحل معادلات فولتيرا-فريدهولم التكاملية- التفاضلية

Authors:

سليمان محمد محمود | سامي انجرو | حسن نواف ضاهر

Publisher:

Latakia University, Syria

Journal:

Latakia University Journal -Basic Sciences Series Vol.42 Issue 5, pp.0-0

Document Type:

Article

Publication Date:

12/2020

Document Language:

Arabic

Document ID (Org No.):

2001525040

pISSN:

2663-4252

Abstract:

 In this paper, we present a numerical algorithm for solving linear integro differential Volterra-Friedholm equations by using spline polynomials of degree ninth with six collocation points. The Fredholm-Volterra equation is converted into a system of first-order linear differential equations, which is solved by applying polynomials and their derivatives with collocation points. The convergence of the proposed method is demonstrated when it is applied to above problem. To test the effectiveness and accuracy of this method, two test problems were resolved where comparisons could be used with other results taken from recent references to the high resolution provided by spline approximations.

Article Details

خوارزمية عددية لحل معادلات فولتيرا-فريدهولم التكاملية- التفاضلية

Authors: سليمان محمد محمود | سامي انجرو | حسن نواف ضاهر

Publisher: Latakia University, Syria

Journal: Latakia University Journal -Basic Sciences Series Vol.42 Issue 5, pp.0-0

Document Type: Article

Publication Date: 12/2020

Document Language: Arabic

Document ID (Org No.): 2001525040

pISSN: 2663-4252

Issues

Authors:

سليمان محمد محمود | سامي انجرو | حسن نواف ضاهر

Publisher:

Latakia University, Syria

Journal:

Latakia University Journal -Basic Sciences Series Vol.42 Issue 5, pp.0-0

Document Type:

Article

Publication Date:

12/2020

Document Language:

Arabic

Document ID (Org No.):

2001525040

pISSN:

2663-4252