Numerical analysis of integro-differential equations of high order by trigonometric wavelet
Publish place: 11st Seminar on Harmonic Analysis and Application
Publish Year: 1403
Type: Conference paper
Language: English
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SHAA11_005
Index date: 4 August 2024
Numerical analysis of integro-differential equations of high order by trigonometric wavelet abstract
In this work, a novel algorithm based on trigonometric wavelets is presented for solving the higher order Fredholm integro-differential equations. This scheme uses a suitablewavelet Galerkin method to reduce the solution of the Fredholm integro-differential equations to the solution of an algebraic equations. Moreover, the convergence analysis of this scheme is described. Finally, an example is presented to show the capability and efficiency of the given algorithm.
Numerical analysis of integro-differential equations of high order by trigonometric wavelet Keywords:
Numerical analysis of integro-differential equations of high order by trigonometric wavelet authors
Esmail Hesameddini
Department of Mathematics, Shiraz University of Technology, Shiraz, Iran
Shiva Esfandiari
Department of Mathematics, Shiraz University of Technology, Shiraz, Iran