Numerical solution of singular integral equations using Haar wavelet

M. Ghanbari; M. Askaripour; D. Khezrimotlagh

Numerical solution of singular integral equations using Haar wavelet

M. Ghanbari, M. Askaripour, D. Khezrimotlagh

School of Science, Engineering & Technology (Harrisburg)

Research output: Contribution to journal › Article › peer-review

1 Scopus citations

Abstract

A new computational method for solving Abel's integral equation as a singular Volterra integral equation is presented. The method is based on Haar wavelets approximation. Numerical examples show the validity and applicability of the method.

Original language	English (US)
Pages (from-to)	5852-5855
Number of pages	4
Journal	Australian Journal of Basic and Applied Sciences
Volume	4
Issue number	12
State	Published - Dec 2010

All Science Journal Classification (ASJC) codes

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title = "Numerical solution of singular integral equations using Haar wavelet",

abstract = "A new computational method for solving Abel's integral equation as a singular Volterra integral equation is presented. The method is based on Haar wavelets approximation. Numerical examples show the validity and applicability of the method.",

author = "M. Ghanbari and M. Askaripour and D. Khezrimotlagh",

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N2 - A new computational method for solving Abel's integral equation as a singular Volterra integral equation is presented. The method is based on Haar wavelets approximation. Numerical examples show the validity and applicability of the method.

AB - A new computational method for solving Abel's integral equation as a singular Volterra integral equation is presented. The method is based on Haar wavelets approximation. Numerical examples show the validity and applicability of the method.

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JF - Australian Journal of Basic and Applied Sciences

IS - 12

ER -

Numerical solution of singular integral equations using Haar wavelet

Abstract

All Science Journal Classification (ASJC) codes

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