AbstractIn this paper we propose a numerical approach to solve some problems connected with the implementation of the Newton type methods for the resolution of the nonlinear system of equations related to the discretization of a nonlinear two-point BVPs for ODEs with mixed linear boundary conditions by using the finite difference method
The objective of this work is to present numerical methods for solving a general two-point non-linea...
In this paper, we present a new method for solving nonlinear general two point boundary value proble...
In this paper we will be concerned with numerical methods for the solution of nonlinear systems of t...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
AbstractThe aim of this paper is to study the outcome of finite difference methods of mainly second ...
This paper studies numerical solution of nonlinear two-point boundary value problems for second orde...
A general theory of difference methods for problems of the form Ny ≡ y' - f(t,y) = O, a ≦ t ≦ b, ...
AbstractWe establish existence of solutions for a finite difference approximation to y″ = f(x,y,y′) ...
A system of n nonlinear ordinary differential equations is considered on the interval [a, b] with at...
In the numerical solution of the two point "boundary value problem, [ equation omitted ] (1) the u...
In the first part of this paper we study the convergence of finite difference methods to approximate...
The underlying principles and structure of an easy-to-use solver for two-point boundary-value proble...
In this thesis, we consider two problems: (i) linear, two-point boundary-value problems with differ...
AbstractFor the numerical solution of boundary value problems a global method, based on two-point Ta...
This paper concerns the numerical approximation of Boundary Value ODEs (BVPs) with non-smooth coeffi...
The objective of this work is to present numerical methods for solving a general two-point non-linea...
In this paper, we present a new method for solving nonlinear general two point boundary value proble...
In this paper we will be concerned with numerical methods for the solution of nonlinear systems of t...
In this paper we propose a numerical approach to solve some problems connected with the implementati...
AbstractThe aim of this paper is to study the outcome of finite difference methods of mainly second ...
This paper studies numerical solution of nonlinear two-point boundary value problems for second orde...
A general theory of difference methods for problems of the form Ny ≡ y' - f(t,y) = O, a ≦ t ≦ b, ...
AbstractWe establish existence of solutions for a finite difference approximation to y″ = f(x,y,y′) ...
A system of n nonlinear ordinary differential equations is considered on the interval [a, b] with at...
In the numerical solution of the two point "boundary value problem, [ equation omitted ] (1) the u...
In the first part of this paper we study the convergence of finite difference methods to approximate...
The underlying principles and structure of an easy-to-use solver for two-point boundary-value proble...
In this thesis, we consider two problems: (i) linear, two-point boundary-value problems with differ...
AbstractFor the numerical solution of boundary value problems a global method, based on two-point Ta...
This paper concerns the numerical approximation of Boundary Value ODEs (BVPs) with non-smooth coeffi...
The objective of this work is to present numerical methods for solving a general two-point non-linea...
In this paper, we present a new method for solving nonlinear general two point boundary value proble...
In this paper we will be concerned with numerical methods for the solution of nonlinear systems of t...