Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel

Abstract:<br /> In this paper we used successive approximate method (S.A.M.) to solve Fredholm integral equation of the first kind (F.I.E.1st. K.) with symmetric kernel. And also suggested an algorithm for this method the computer programming is given for the algorithm. The method and algorith...

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Main Authors:	Najmaddin A. Sulaiman, Talhat I. Hassan
Format:	Article
Language:	Arabic
Published:	College of Education for Pure Sciences 2008-12-01
Series:	مجلة التربية والعلم
Subjects:	successive approximation method integral equation symmetric kernel fredholm integral equation
Online Access:	https://edusj.mosuljournals.com/article_56108_66ff69254de8c04754e0839e6e27a188.pdf

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spelling	doaj-164bf4fcf2b84fda9887601021e574712020-11-25T01:30:50ZaraCollege of Education for Pure Sciencesمجلة التربية والعلم1812-125X2664-25302008-12-0121414915910.33899/edusj.2008.5610856108Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernelNajmaddin A. SulaimanTalhat I. HassanAbstract:<br /> In this paper we used successive approximate method (S.A.M.) to solve Fredholm integral equation of the first kind (F.I.E.1st. K.) with symmetric kernel. And also suggested an algorithm for this method the computer programming is given for the algorithm. The method and algorithm are tested on several numerical examples. After comparing the results with exact solution see tables (1, 2), it occurred that the results are good. (in this work Matlab programming used).https://edusj.mosuljournals.com/article_56108_66ff69254de8c04754e0839e6e27a188.pdfsuccessive approximation methodintegral equationsymmetric kernelfredholm integral equation
collection	DOAJ
language	Arabic
format	Article
sources	DOAJ
author	Najmaddin A. Sulaiman Talhat I. Hassan
spellingShingle	Najmaddin A. Sulaiman Talhat I. Hassan Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel مجلة التربية والعلم successive approximation method integral equation symmetric kernel fredholm integral equation
author_facet	Najmaddin A. Sulaiman Talhat I. Hassan
author_sort	Najmaddin A. Sulaiman
title	Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel
title_short	Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel
title_full	Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel
title_fullStr	Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel
title_full_unstemmed	Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel
title_sort	successive approximation method (s.a.m.) for solving integral equation of the first kind with symmetric kernel
publisher	College of Education for Pure Sciences
series	مجلة التربية والعلم
issn	1812-125X 2664-2530
publishDate	2008-12-01
description	Abstract:<br /> In this paper we used successive approximate method (S.A.M.) to solve Fredholm integral equation of the first kind (F.I.E.1st. K.) with symmetric kernel. And also suggested an algorithm for this method the computer programming is given for the algorithm. The method and algorithm are tested on several numerical examples. After comparing the results with exact solution see tables (1, 2), it occurred that the results are good. (in this work Matlab programming used).
topic	successive approximation method integral equation symmetric kernel fredholm integral equation
url	https://edusj.mosuljournals.com/article_56108_66ff69254de8c04754e0839e6e27a188.pdf
work_keys_str_mv	AT najmaddinasulaiman successiveapproximationmethodsamforsolvingintegralequationofthefirstkindwithsymmetrickernel AT talhatihassan successiveapproximationmethodsamforsolvingintegralequationofthefirstkindwithsymmetrickernel
_version_	1725089481880502272

Successive approximation method (S.A.M.) for solving integral equation of the first kind with symmetric kernel

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