Multivariable and scattered data interpolation for solving multivariable integral equations

Authors

  • F. Fattahzadeh Department of Mathematics, Islamic Azad University(Central Tehran Branch),
  • E. Golpar Raboky University of Qom, Tehran, Iran.

Keywords:

Collocation method, multivariable integral equation, radial basis functions, scattered data interpolation

Abstract

n this paper we use radial basis functions in one of the projection methods to solve integral equations of the second kind with two or more variables. This method implemented without needing any introductory algorithms. Relatively good error bound and the numerical experiments show the accuracy of the method.

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Published

2012-12-31

Issue

Vol. 8 No. 1 (2012): Journal of Prime Research in Mathematics

Section

Regular

How to Cite

Multivariable and scattered data interpolation for solving multivariable integral equations. (2012). Journal of Prime Research in Mathematics, 8(1), 51 – 60. https://jprm.sms.edu.pk/index.php/jprm/article/view/80