AbstractIn this paper the authors propose numerical methods to approximate the solutions of systems of second kind Fredholm integral equations. They prove that such methods are stable and convergent. Error estimates in weighted Lp norm, 1⩽p⩽+∞, are given and some numerical tests are shown
AbstractThe Fredholm integral equation of the first kind is a well known example of linear ill-posed...
AbstractWe consider Fredholm integral equations of the second kind of the form f(x)=g(x)+∫k(x-y)f(y)...
A convergence theorem for Lee and Prenter\u27s filtered leastsquares method for solving the Fredholm...
AbstractThe authors propose some numerical methods to solve Fredholm integral equations of the secon...
In this paper the authors propose numerical methods to approximate the solutions of systems of secon...
In this paper the authors propose numerical methods to approximate the solutions of systems of secon...
In this paper the authors propose numerical methods to approximate the solutions of systems of secon...
AbstractIn this paper the authors propose numerical methods to approximate the solutions of systems ...
AbstractLet (I − K)g = h be an integral equation with a continuous kernel on C = C[0, 1] with the un...
AbstractNyström type methods are constructed and justified for a class of Fredholm integral equation...
AbstractIn this paper, we comment on the recent papers by Yuhe Ren et al. (1999) [1] and Maleknejad ...
AbstractIn this paper we consider a class of Fredholm integral equations of the first kind which ari...
Several iterative algorithms based on multigrid methods are introduced for solving linear Fredholm i...
This paper is concerned with the numerical approximation of Fredholm integral equations of the secon...
This paper is concerned with the numerical approximation of Fredholm integral equa- tions of the se...
AbstractThe Fredholm integral equation of the first kind is a well known example of linear ill-posed...
AbstractWe consider Fredholm integral equations of the second kind of the form f(x)=g(x)+∫k(x-y)f(y)...
A convergence theorem for Lee and Prenter\u27s filtered leastsquares method for solving the Fredholm...
AbstractThe authors propose some numerical methods to solve Fredholm integral equations of the secon...
In this paper the authors propose numerical methods to approximate the solutions of systems of secon...
In this paper the authors propose numerical methods to approximate the solutions of systems of secon...
In this paper the authors propose numerical methods to approximate the solutions of systems of secon...
AbstractIn this paper the authors propose numerical methods to approximate the solutions of systems ...
AbstractLet (I − K)g = h be an integral equation with a continuous kernel on C = C[0, 1] with the un...
AbstractNyström type methods are constructed and justified for a class of Fredholm integral equation...
AbstractIn this paper, we comment on the recent papers by Yuhe Ren et al. (1999) [1] and Maleknejad ...
AbstractIn this paper we consider a class of Fredholm integral equations of the first kind which ari...
Several iterative algorithms based on multigrid methods are introduced for solving linear Fredholm i...
This paper is concerned with the numerical approximation of Fredholm integral equations of the secon...
This paper is concerned with the numerical approximation of Fredholm integral equa- tions of the se...
AbstractThe Fredholm integral equation of the first kind is a well known example of linear ill-posed...
AbstractWe consider Fredholm integral equations of the second kind of the form f(x)=g(x)+∫k(x-y)f(y)...
A convergence theorem for Lee and Prenter\u27s filtered leastsquares method for solving the Fredholm...