An Efficient Method for Solving Troesch's Problem

A Variational Iteration Method Involving Adomian Polynomials for a Strongly Nonlinear Boundary Value Problem

“…The first two of these methods experience convergence difficulties, while the third one is restricted to the solution of the problem (1.1) with functions f (x, y) belonging to a special class of non-linear polynomials. To avoid these difficulties, modifications of the last two methods have been suggested [13,14,16].…”

Numerical Comparison of Methods for Solving Boundary Layer Problems in Hydrodynamics

“…The differential transform method (DTM) [10][11][12][13][14] and modified Adomian decomposition method (MADM) [15][16][17] have been proved to be the useful techniques for solving a wide class of linear and nonlinear ordinary differential equations (ODEs) without requiring linearization, discretization or perturbation. Another important advantage is that these methods are capable of greatly reducing the size of computational work while still accurately providing the approximate solution with fast convergence rate.…”