Title of article
A New Iterative Method of Successive Approximation to Solve Nonlinear Urysohn Integral Equations by Haar Wavelet
Author/Authors
Kazemi, M. Department of Mathematics - Islamic Azad University Ashtian Branch - Ashtian, Iran , Torkashvand, V. Department of Mathematics - Islamic Azad University Hamedan Branch - Hamedan, Iran , Fathizadeh, E. Department of Mathematics - Islamic Azad University Karaj Branch - Karaj, Iran
Pages
14
From page
281
To page
294
Abstract
In this paper, a new method for calculating the numerical approximation of the nonlinear Urysohn integral equations is proposed based on Haar wavelets. Also, the convergence analysis and numerical stability of these method are discussed. Conducting numerical experiments confirm the theoretical results of the applied method and endorse the accuracy of the method.
Keywords
Integral equations , Haar wavelet , Lipschitz condition , Successive approximations
Journal title
International Journal of Mathematical Modelling and Computations
Serial Year
2020
Record number
2731312
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