In this sequel, the numerical solution of nonlinear two-point boundary value problems (NTBVPs) for ordinary differential equations (ODEs) is found by Bezier curve method (BCM) and orthonormal Bernstein polynomials (OBPs). OBPs will be constructed by Gram-Schmidt technique. Stated methods are more easier and applicable for linear and nonlinear problems. Some numerical examples are solved and they are stated the accurate findings
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
The objective of this work is to present numerical methods for solving a general two-point non-linea...
The underlying principles and structure of an easy-to-use solver for two-point boundary-value proble...
The underlying principles and structure of an easy-to-use solver for two-point boundary-value proble...
A system of n nonlinear ordinary differential equations is considered on the interval [a, b] with at...
In this paper, we present two step direct method of Adams Moulton type (2PDAM4 and 2PDAM5) for solvi...
"Times New Roman","serif" In this paper, we present two step direct method of Adams Moulton type (2P...
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
The present paper offers a simple, efficient and accurate straightforward numerical method for solvi...
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
In physics and engineering, one often encounters what is called a two-point boundary-value problem (...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
The objective of this work is to present numerical methods for solving a general two-point non-linea...
The underlying principles and structure of an easy-to-use solver for two-point boundary-value proble...
The underlying principles and structure of an easy-to-use solver for two-point boundary-value proble...
A system of n nonlinear ordinary differential equations is considered on the interval [a, b] with at...
In this paper, we present two step direct method of Adams Moulton type (2PDAM4 and 2PDAM5) for solvi...
"Times New Roman","serif" In this paper, we present two step direct method of Adams Moulton type (2P...
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
The present paper offers a simple, efficient and accurate straightforward numerical method for solvi...
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
In physics and engineering, one often encounters what is called a two-point boundary-value problem (...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
The two point boundary value problems (BVPs) occur in a wide variety of applications especially in s...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
In this paper we propose a numerical approach to solve some problems connected with the implementati...