%0 Journal Article
%T Shifted Chybeshev Polynomials for a Certain System of Fractional Order Integro-Differential Equations
%J Engineering and Technology Journal
%I University of Technology-Iraq
%Z 1681-6900
%A M. Shuker, Ahmed
%D 2010
%\ 01/01/2010
%V 28
%N 3
%P 466-476
%! Shifted Chybeshev Polynomials for a Certain System of Fractional Order Integro-Differential Equations
%K Shifted Chybeshev Polynomials
%K System of fractional integrodifferential equations
%R 10.30684/etj.28.3.4
%X The main goal of this paper lies briefly in submitting and modifying somenumerical methods for solving system of linear Fractional order Integro- DifferentialEquations of Fredholm type (L.FFIDE's). in this method four kinds of shiftedChybeshev polynomials (T*,U*,V*and W*) are used as a bases of independedpolynomials approximation fn(x) .The general fractional derivatives of thesepolynomials are formulated (Da Tn* , Da U n* , Da Vn*andD aWn* ) in theframework of the Riemann-liouville definition .Some numerical examples aresolving to show that the different between these polynomials , furthermoreAlgorithms and programs by using MATLAB program are given .
%U https://etj.uotechnology.edu.iq/article_26969_443a409f6f95bb4539ece2bf90b73221.pdf