AbstractIn his application of the homotopy perturbation (HP) method to the problem of the three-dimensional flow past a stretching sheet, P.D. Ariel [The three-dimensional flow past a stretching sheet and the homotopy perturbation method, Comput. Math. Appl. 54 (2007) 920–925] encountered secular terms in the second order approximation, which he could not avoid. It is shown here that these secular terms can be removed by coordinate straining. Moreover, the form of an HP solution, which is free from secular terms at all levels of approximation, and which can be determined recursively, is indicated
AbstractA three-point finite difference method based on uniform mesh for solving the singular two-po...
As shown in [1] solutions of the Mathieu’s equation were classified on three fundamental kinds depen...
This article has been retracted at the request of the Editor-in-Chief. Please see Elsevier Policy on...
In this article, we present a new analytic result for a certain single-mass-scale four-loop vacuum (...
Let \Omega \subsetR^N be a bounded smooth domain. We investigate the effect of the mean curvature o...
AbstractHe’s semi-inverse method is applied to search for the solitary wave solution of the generali...
AbstractThe homotopy perturbation method is applied to the nonlinear oscillators. Only one iteration...
AbstractIn this letter, the solutions of some nonlinear differential equations have been obtained by...
In this paper we present two methods for replacing Dirichlet\u27s problem by a sequence of Robin\u27...
AbstractIt is shown that the Colebrook–White equation 1/λ=−2lg[2.51/Reλ+ϵ/3.71D] can be solved analy...
AbstractThe Numerov method for linear second-order differential equations is generalized to include ...
Crussol gave a method for computing non-trivial integer solutions to the equations in the title. We ...
Fractional derivative D^qf(x) (0 < q < 1, 0 <_ _ - x <_ _ - 1) of a function f(x) is defined in term...
The integral $\int_{-\infty}^{\infty} e^{- x^2 - g x^4} dx $ is used as an introductory learning too...
AbstractIn this paper a variational principle is established for analyzing catalytic reactions in sh...
AbstractA three-point finite difference method based on uniform mesh for solving the singular two-po...
As shown in [1] solutions of the Mathieu’s equation were classified on three fundamental kinds depen...
This article has been retracted at the request of the Editor-in-Chief. Please see Elsevier Policy on...
In this article, we present a new analytic result for a certain single-mass-scale four-loop vacuum (...
Let \Omega \subsetR^N be a bounded smooth domain. We investigate the effect of the mean curvature o...
AbstractHe’s semi-inverse method is applied to search for the solitary wave solution of the generali...
AbstractThe homotopy perturbation method is applied to the nonlinear oscillators. Only one iteration...
AbstractIn this letter, the solutions of some nonlinear differential equations have been obtained by...
In this paper we present two methods for replacing Dirichlet\u27s problem by a sequence of Robin\u27...
AbstractIt is shown that the Colebrook–White equation 1/λ=−2lg[2.51/Reλ+ϵ/3.71D] can be solved analy...
AbstractThe Numerov method for linear second-order differential equations is generalized to include ...
Crussol gave a method for computing non-trivial integer solutions to the equations in the title. We ...
Fractional derivative D^qf(x) (0 < q < 1, 0 <_ _ - x <_ _ - 1) of a function f(x) is defined in term...
The integral $\int_{-\infty}^{\infty} e^{- x^2 - g x^4} dx $ is used as an introductory learning too...
AbstractIn this paper a variational principle is established for analyzing catalytic reactions in sh...
AbstractA three-point finite difference method based on uniform mesh for solving the singular two-po...
As shown in [1] solutions of the Mathieu’s equation were classified on three fundamental kinds depen...
This article has been retracted at the request of the Editor-in-Chief. Please see Elsevier Policy on...