Abstract. The discrete superconvergence properties of spline collocation solutions for a certain Volterra integral equation with weakly singular kernel are analyzed. In particular, the attainable convergence orders at the collocation points are examined for certain choices of the collocation parameters. 1
In this paper we investigate the attainable order of (global) convergence of collocation approximati...
AbstractIt is well known that, in contrast to Fredholm integral equations, iterated collocation solu...
AbstractIn this paper we introduce and study polynomial spline collocation methods for systems of Vo...
AbstractWe discuss the application of spline collocation methods to a certain class of weakly singul...
AbstractWe discuss the convergence properties of spline collocation and iterated collocation methods...
In this talk we consider a nonlinear integral equation with weakly singular kernel [1], [2]. A serie...
We propose a piecewise polynomial collocation method for solving linear Volterra integral equations ...
Neste trabalho pesquisamos a ordem de convergência atingível da aproximação num certo espaço polinom...
Neste trabalho pesquisamos a ordem de convergência atingível da aproximação num certo espaço polinom...
AbstractThis work is concerned with the numerical solution of a nonlinear weakly singular Volterra i...
A piecewise polynomial collocation method for solving linear weakly singular integro‐differential eq...
This paper presents efficient collocation methods for linear Volterra integral equations with weakly...
In order to find approximate solutions of Volterra and Fredholm integro‐differential equations by co...
We study the applicability of the standard spline collocation method, on a uniform grid, to linear V...
We will present results on the representation and the regularity of exact solution for the Volterra ...
In this paper we investigate the attainable order of (global) convergence of collocation approximati...
AbstractIt is well known that, in contrast to Fredholm integral equations, iterated collocation solu...
AbstractIn this paper we introduce and study polynomial spline collocation methods for systems of Vo...
AbstractWe discuss the application of spline collocation methods to a certain class of weakly singul...
AbstractWe discuss the convergence properties of spline collocation and iterated collocation methods...
In this talk we consider a nonlinear integral equation with weakly singular kernel [1], [2]. A serie...
We propose a piecewise polynomial collocation method for solving linear Volterra integral equations ...
Neste trabalho pesquisamos a ordem de convergência atingível da aproximação num certo espaço polinom...
Neste trabalho pesquisamos a ordem de convergência atingível da aproximação num certo espaço polinom...
AbstractThis work is concerned with the numerical solution of a nonlinear weakly singular Volterra i...
A piecewise polynomial collocation method for solving linear weakly singular integro‐differential eq...
This paper presents efficient collocation methods for linear Volterra integral equations with weakly...
In order to find approximate solutions of Volterra and Fredholm integro‐differential equations by co...
We study the applicability of the standard spline collocation method, on a uniform grid, to linear V...
We will present results on the representation and the regularity of exact solution for the Volterra ...
In this paper we investigate the attainable order of (global) convergence of collocation approximati...
AbstractIt is well known that, in contrast to Fredholm integral equations, iterated collocation solu...
AbstractIn this paper we introduce and study polynomial spline collocation methods for systems of Vo...
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