Two numerical schemes, namely, the Taylor expansion and the variational iteration methods, have been implemented to give an\napproximate solution of the fuzzy linear Volterra integral equation of the second kind. To display the validity and applicability of the\nnumerical methods, one illustrative example with known exact solution is presented. Numerical results show that the convergence\nand accuracy of these methods were in a good agreement with the exact solution. However, according to comparison of these\nmethods, we conclude that the variational iteration method provides more accurate results.
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