A Numerical Solutions of Nonlinear Fredholm Integral Equations of Second Kind by B-Spline Wavelet Method
| Vol-3 | Issue-10 | October 2018 | Published Online: 10 October 2018 PDF ( 681 KB ) | ||
| Author(s) | ||
| Ritu Rani 1; Dr. Ankush 2 | ||
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1Research Scholar, Department of Mathematics, NIILM University, Kaithal 2Asstt. Professor, Department of Mathematics, NIILM University, Kaithal |
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| Abstract | ||
In this paper, nonlinear integral conditions have been fathomed numerically by utilizing B-spline wavelet method. Compactly upheld semi-orthogonal linear B-spline scaling and wavelet works along with their dual capacities are applied to surmise the arrangement of nonlinear Fredholm integral conditions of second kind. A few models are introduced to compare the precision of linear B-spline wavelet method& Variational Iteration Method with their accurate arrangements. |
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| Keywords | ||
| Wavelet, B-Spline. | ||
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