In this paper, we give a semi-local convergence result for an iterative process of Newton-Kantorovich-type to solve nonlinear integral equations of Fredholm type and second kind. We also illustrate with several examples the technique for constructing a functional sequence that approaches solution
In the present paper, a numerical method to solve nonlinear Fredholm integral equations of second ki...
This paper presents a numerical method of Newton Successive Over- Relaxation (NSOR) iteration with q...
This study obtains two semilocal convergence results for the well-known Chebyshev method, which is a...
The well-known Kantorovich technique based on majorizing sequences is used to analyse the convergenc...
The well-known Kantorovich technique based on majorizing sequences is used to analyse the convergenc...
Abstract. The aim of this paper is to apply Newton's method to solve a kind of nonlinear integr...
In this paper, the iteration method is proposed to solve a class of system of Fredholm-type nonlinea...
AbstractIn this paper an iterative approach for obtaining approximate solutions for a class of nonli...
This book shows the importance of studying semilocal convergence in iterative methods through Newton...
The application of high order iterative methods for solving nonlinear integral equations is not usua...
AbstractThe application of high order iterative methods for solving nonlinear integral equations is ...
[EN] This work is devoted to solve integral equations formulated in terms of the kernel functions an...
Newton-Kantorovich method is developed to obtain an approximate solution for system of nonlinear int...
AbstractWe use a recurrence technique to obtain semilocal convergence results for Ulm's iterative me...
[EN] This work is devoted to solve integral equations formulated in terms of the kernel functions an...
In the present paper, a numerical method to solve nonlinear Fredholm integral equations of second ki...
This paper presents a numerical method of Newton Successive Over- Relaxation (NSOR) iteration with q...
This study obtains two semilocal convergence results for the well-known Chebyshev method, which is a...
The well-known Kantorovich technique based on majorizing sequences is used to analyse the convergenc...
The well-known Kantorovich technique based on majorizing sequences is used to analyse the convergenc...
Abstract. The aim of this paper is to apply Newton's method to solve a kind of nonlinear integr...
In this paper, the iteration method is proposed to solve a class of system of Fredholm-type nonlinea...
AbstractIn this paper an iterative approach for obtaining approximate solutions for a class of nonli...
This book shows the importance of studying semilocal convergence in iterative methods through Newton...
The application of high order iterative methods for solving nonlinear integral equations is not usua...
AbstractThe application of high order iterative methods for solving nonlinear integral equations is ...
[EN] This work is devoted to solve integral equations formulated in terms of the kernel functions an...
Newton-Kantorovich method is developed to obtain an approximate solution for system of nonlinear int...
AbstractWe use a recurrence technique to obtain semilocal convergence results for Ulm's iterative me...
[EN] This work is devoted to solve integral equations formulated in terms of the kernel functions an...
In the present paper, a numerical method to solve nonlinear Fredholm integral equations of second ki...
This paper presents a numerical method of Newton Successive Over- Relaxation (NSOR) iteration with q...
This study obtains two semilocal convergence results for the well-known Chebyshev method, which is a...