This paper presents a numerical scheme based on Haar wavelet for the solutions of higher
order linear and nonlinear boundary value problems. In nonlinear cases, quasilinearization …

The aim of this paper is to use the homotopy analysis method (HAM), an approximating
technique for solving linear and nonlinear higher order boundary value problems. Using …

In this paper, we present a finite element method involving Galerkin method with quintic B-
splines as basis functions to solve a general tenth order boundary value problem. The basis …

In this manuscript, extension of residual power series method (RPSM) is proposed for
ordinary differential equations with boundary conditions. The extended algorithm is tested …

In this paper, a new wavelet based hybrid method is developed for obtaining the solution of
higher order linear and nonlinear boundary value problems. The proposed method is based …

A finite element method involving Galerkin method with septic B-splines as basis functions
has been solved the eighth order boundary value problems The basis functions are …

The aim of this paper is to use the differential transformation method (DTM), a semi-
numerical and semi-analytic technique for solving linear and nonlinear thirteenth order …

In this paper, an accurate and fast algorithm is developed for the solution of tenth order
boundary value problems. The Haar wavelet collocation method is applied to both linear …

In this paper, Galerkin method has been introduced using Legendre polynomials as basis
functions over the interval-1, 1-1, 1 to solve the eighth-order linear boundary value problems …

In this paper, the Legendre-homotopy analysis method is proposed using orthogonal
Legendre polynomials for the approximate solutions of linear and nonlinear higher order …