Abstract: In this paper the authors examine the convergence of an interpolatory type quadrature rule proposed by G. Monegato for the evaluation of Cauchy principal value integrals. A convergence theorem is given for a large class of functions and some estimates of the remainder are established
AbstractWe consider quadrature formulas for the numerical evaluation, with error estimate, of integr...
AbstractIn this paper we prove the uniform convergence of some quadrature formulas based on spline a...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
Abstract: In this paper the authors examine the convergence of an interpolatory type quadrature rul...
Abstract: The authors give convergence theorems for interpolatory product rules for evaluating Cauch...
This paper presents a new interpolatory type quadrature rule for approximating the weighted Cauchy p...
Abstract: In a previous paper the authors proposed a modified Gaussian rule * m (wf;t)to compute th...
Abstract: Product rules of interpolatory type on the zeros of generalized smooth Jacobi polynomials...
We propose a new quadrature rule for Cauchy principal value integrals, based on quadratic spline qua...
summary:New convergence and rate-of-convergence results are established for two well-known quadratur...
AbstractFor the numerical evaluation of Cauchy principal value integrals of the form , λε(−1, 1), f ...
Abstract Si dimostra un teorema di convergenza relativo a formule di quadratura di tipo gaussiano ...
AbstractIn a recent paper (this journal (1990)), the authors proposed product integration formulas, ...
We prove convergence results and error estimates for interpolatory product quadrature formulas for C...
Product integration methods for Cauchy principal value integrals based on piecewise Lagrangian inter...
AbstractWe consider quadrature formulas for the numerical evaluation, with error estimate, of integr...
AbstractIn this paper we prove the uniform convergence of some quadrature formulas based on spline a...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
Abstract: In this paper the authors examine the convergence of an interpolatory type quadrature rul...
Abstract: The authors give convergence theorems for interpolatory product rules for evaluating Cauch...
This paper presents a new interpolatory type quadrature rule for approximating the weighted Cauchy p...
Abstract: In a previous paper the authors proposed a modified Gaussian rule * m (wf;t)to compute th...
Abstract: Product rules of interpolatory type on the zeros of generalized smooth Jacobi polynomials...
We propose a new quadrature rule for Cauchy principal value integrals, based on quadratic spline qua...
summary:New convergence and rate-of-convergence results are established for two well-known quadratur...
AbstractFor the numerical evaluation of Cauchy principal value integrals of the form , λε(−1, 1), f ...
Abstract Si dimostra un teorema di convergenza relativo a formule di quadratura di tipo gaussiano ...
AbstractIn a recent paper (this journal (1990)), the authors proposed product integration formulas, ...
We prove convergence results and error estimates for interpolatory product quadrature formulas for C...
Product integration methods for Cauchy principal value integrals based on piecewise Lagrangian inter...
AbstractWe consider quadrature formulas for the numerical evaluation, with error estimate, of integr...
AbstractIn this paper we prove the uniform convergence of some quadrature formulas based on spline a...
Abstract: The authors develop an algorithm for the numerical evaluation of Cauchy principal value in...
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