Title of article
A Hybrid Method to Systems of Fredholm Integral Differential Equations
Author/Authors
Biazar ، Jafar Department of Applied Mathematics - Faculty of Mathematical Science - University of Guilan , Parvari Moghaddam ، Yalda Department of Applied Mathematics - University of Guilan, Campus 2 , Sadri ، Khadijeh Mathematics Research Center - Near East University
From page
155
To page
167
Abstract
The method used in this research consists of a hybrid of the Block-Pulse functions and third-kind Chebyshev polynomials for solving systems of Fredholm integral differential equations. Through the use of an operational matrix representing the derivation, the problem is represented by a system of algebraic equations. Some examples are provided to illustrate the simplicity and effectiveness of the utilized method. In addition, results of the presented method have been compared with those obtained from the Tau method and variational iteration method that reveal the proposed scheme to be more applicable.
Keywords
System of Fredholm integral differential equations , Hybrid method , Block , pulse functions , Third , kind Chebyshev polynomials , Operational matrix
Journal title
Iranian Journal of Mathematical Sciences and Informatics (IJMSI)
Journal title
Iranian Journal of Mathematical Sciences and Informatics (IJMSI)
Record number
2777240
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