Jalil Rashidinia

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A class of non-linear singular ordinary differential equations, is solved by a new method based on non-polynomial cubic spline. We use the quesilinearization technique to reduce the given non-linear problem to a sequence of linear problems. We modify the resulting set of differential equations at the singular point then treat this set of boundary value(More)
In this paper, we use a numerical procedure for solving a class of nonlinear integral equations of the Hammerstein-type, using the globally defined Sinc basis functions. Properties of the Sinc procedure are utilized to reduce the computation of the Hammerstein equations to some algebraic equations. We used some numerical examples to illustrate the accuracy(More)