AbstractHuffstutler and Stein and recently Bacopoulos and Kartsatos have dealt with the problem of best approximation by polynomials of the solutions of nonlinear differential equations. The purpose of the present paper is to generalize their results and to show that they can be established under a weaker set of conditions
This work is related to inequalities in the approximation theory. Mainly, we study numerical solutio...
This paper deals with the numerical solution of Volterra–Fredholm integral equations. In this work, ...
AbstractLeast-squares solutions of Fredholm and Volterra equations of the first and second kinds are...
We apply the polynomial least squares method to obtain approximate analytical solutions for a very g...
The present paper presents the application of the polynomial least squares method to nonlinear integ...
A report in association with University Coll. Chester (GB)SIGLEAvailable from British Library Docume...
AbstractIn this paper we propose a method for finding an approximate solution of mixed additive nonl...
In this study, we develop and implement a numerical approach for solving first-order Volterra integr...
[[abstract]]Find an approximate solution is one of the most important problems in our days, in this ...
AbstractIn this paper we propose a method for finding an approximate solution of mixed additive nonl...
AbstractIn this paper, the solutions of nonlinear integral equations, including Volterra, Fredholm, ...
A procedure, using spine functions of degree m, deficiency k-1, for obtaining approximate solutions ...
In this paper, a numerical method to solve non-linear integral equations based on a successive appro...
Integral and differential equations have a fundamental importance in the functional analysis and the...
This article studies the possibility of approximate solution of resolving equations for boundary val...
This work is related to inequalities in the approximation theory. Mainly, we study numerical solutio...
This paper deals with the numerical solution of Volterra–Fredholm integral equations. In this work, ...
AbstractLeast-squares solutions of Fredholm and Volterra equations of the first and second kinds are...
We apply the polynomial least squares method to obtain approximate analytical solutions for a very g...
The present paper presents the application of the polynomial least squares method to nonlinear integ...
A report in association with University Coll. Chester (GB)SIGLEAvailable from British Library Docume...
AbstractIn this paper we propose a method for finding an approximate solution of mixed additive nonl...
In this study, we develop and implement a numerical approach for solving first-order Volterra integr...
[[abstract]]Find an approximate solution is one of the most important problems in our days, in this ...
AbstractIn this paper we propose a method for finding an approximate solution of mixed additive nonl...
AbstractIn this paper, the solutions of nonlinear integral equations, including Volterra, Fredholm, ...
A procedure, using spine functions of degree m, deficiency k-1, for obtaining approximate solutions ...
In this paper, a numerical method to solve non-linear integral equations based on a successive appro...
Integral and differential equations have a fundamental importance in the functional analysis and the...
This article studies the possibility of approximate solution of resolving equations for boundary val...
This work is related to inequalities in the approximation theory. Mainly, we study numerical solutio...
This paper deals with the numerical solution of Volterra–Fredholm integral equations. In this work, ...
AbstractLeast-squares solutions of Fredholm and Volterra equations of the first and second kinds are...
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