Journal of Modern Mathematics and Statistics
Solving Second Kind Fredholm Integral Equations with Special Oscillatory Kernel
Authors : B. Moradi and J. Naghipoor
Abstract: In this study, we find numerical solution of
by Newton Interpolation. We determined coefficients 
such that
to be an approximation for u (x). This method give an approximate solution for integral equation and also it is powerful in solving both Fredholm and Volterra integral equations, specially for the first kind. In this study, we use special interpolation and quadrature rule for numerical integration. Effectiveness and accuracy of new method are presented with numerical examples.
How to cite this article:
B. Moradi and J. Naghipoor , 2008. Solving Second Kind Fredholm Integral Equations with Special Oscillatory Kernel. Journal of Modern Mathematics and Statistics, 2: 153-156.