
doi: 10.1002/mma.6312
handle: 20.500.12481/11118
In this work, the optimal perturbation iteration method is briefly presented and employed for solving nonlinear Volterra‐Fredholm integral equations. The classical form of the optimal perturbation iteration method is modified, and new algorithms are constructed for integral equations. Comparing our new algorithms with some earlier papers proved the excellent accuracy of the newly proposed technique.
convergence-control parameter, Volterra integral equations, optimal perturbation iteration method, Volterra-Fredholm integral equations, Theoretical approximation of solutions to integral equations, Fredholm integral equations, Numerical methods for integral equations, residual error
convergence-control parameter, Volterra integral equations, optimal perturbation iteration method, Volterra-Fredholm integral equations, Theoretical approximation of solutions to integral equations, Fredholm integral equations, Numerical methods for integral equations, residual error
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