In this paper a quadrature method for Cauchy singular integral equations having constant coefficients and index equal to -1 is proposed. A polynomial approximation of the solution is constructed by solving a determined and well conditioned linear system. Error estimates and numerical tests are also included
An approximate method is developed for solving singular integral equations of the first kind, over a...
AbstractIn this paper, the authors propose a Nyström method to approximate the solutions of Cauchy s...
AbstractA Cauchy type singular integral equation can be numerically solved by the use of an appropri...
In this paper a quadrature method for Cauchy singular integral equations having constant coefficient...
This paper deals with the numerical solution of a class of systems of Cauchy singular integral equat...
This talk deals with the numerical treatment of systems of Cauchy Singular integral equations with c...
AbstractSeveral quadrature-collocation schemes to solve the singular integral equation with Cauchy p...
A quadrature method for Cauchy singular integral equations with constant coefficients is revised. Es...
AbstractA numerical technique to determine the singular behavior of the solution of Cauchy singular ...
AbstractA method for the numerical solution of singular integral equations of Cauchy type is develop...
A simple quadrature rule for the solution of second-kind singular integral equations with variable c...
The paper deals with the construction of an efficient quadrature formula for singular integrals (SI)...
In this paper, the authors propose a Nyström method to approximate the solutions of Cauchy singular ...
Abstract|A numerical technique to determine the singular behavior of the solution of Cauchy singular...
AbstractAn approximate method is developed for solving singular integral equations of the first kind...
An approximate method is developed for solving singular integral equations of the first kind, over a...
AbstractIn this paper, the authors propose a Nyström method to approximate the solutions of Cauchy s...
AbstractA Cauchy type singular integral equation can be numerically solved by the use of an appropri...
In this paper a quadrature method for Cauchy singular integral equations having constant coefficient...
This paper deals with the numerical solution of a class of systems of Cauchy singular integral equat...
This talk deals with the numerical treatment of systems of Cauchy Singular integral equations with c...
AbstractSeveral quadrature-collocation schemes to solve the singular integral equation with Cauchy p...
A quadrature method for Cauchy singular integral equations with constant coefficients is revised. Es...
AbstractA numerical technique to determine the singular behavior of the solution of Cauchy singular ...
AbstractA method for the numerical solution of singular integral equations of Cauchy type is develop...
A simple quadrature rule for the solution of second-kind singular integral equations with variable c...
The paper deals with the construction of an efficient quadrature formula for singular integrals (SI)...
In this paper, the authors propose a Nyström method to approximate the solutions of Cauchy singular ...
Abstract|A numerical technique to determine the singular behavior of the solution of Cauchy singular...
AbstractAn approximate method is developed for solving singular integral equations of the first kind...
An approximate method is developed for solving singular integral equations of the first kind, over a...
AbstractIn this paper, the authors propose a Nyström method to approximate the solutions of Cauchy s...
AbstractA Cauchy type singular integral equation can be numerically solved by the use of an appropri...
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