AbstractIn this paper we prove the uniform convergence of some quadrature formulas based on spline approximation for Cauchy principal value integrals of the type fbaw(x)f(k)(x)/x - y dx (k = 0, 1,…) and we present some numerical applications. In particular we apply our rules to the well-known Prandtl's integral equation
AbstractIn this paper we consider the numerical evaluation of one-dimensional Cauchy principal value...
AbstractFor the numerical approximation of Cauchy principal value integrals, we consider the so-call...
summary:New convergence and rate-of-convergence results are established for two well-known quadratur...
AbstractIn this paper we prove the uniform convergence of some quadrature formulas based on spline a...
We propose a new quadrature rule for Cauchy principal value integrals, based on quadratic spline qua...
AbstractIn a recent paper (this journal (1990)), the authors proposed product integration formulas, ...
AbstractFor the numerical evaluation of Cauchy principal value integrals of the form , λε(−1, 1), f ...
Abstract: In a previous paper the authors proposed a modified Gaussian rule * m (wf;t)to compute th...
AbstractConvergence results are proved for product integration rules based on approximating splines....
AbstractConvergence results are proved for Cauchy principal value integrals of the Schoenberg variat...
Abstract: In this paper the authors examine the convergence of an interpolatory type quadrature rul...
This paper presents a new interpolatory type quadrature rule for approximating the weighted Cauchy p...
Abstract Si dimostra un teorema di convergenza relativo a formule di quadratura di tipo gaussiano ...
Abstract: Product rules of interpolatory type on the zeros of generalized smooth Jacobi polynomials...
The quadrature formulae of Chawla & Jayarajan (1975) have been extended in a simple manner for t...
AbstractIn this paper we consider the numerical evaluation of one-dimensional Cauchy principal value...
AbstractFor the numerical approximation of Cauchy principal value integrals, we consider the so-call...
summary:New convergence and rate-of-convergence results are established for two well-known quadratur...
AbstractIn this paper we prove the uniform convergence of some quadrature formulas based on spline a...
We propose a new quadrature rule for Cauchy principal value integrals, based on quadratic spline qua...
AbstractIn a recent paper (this journal (1990)), the authors proposed product integration formulas, ...
AbstractFor the numerical evaluation of Cauchy principal value integrals of the form , λε(−1, 1), f ...
Abstract: In a previous paper the authors proposed a modified Gaussian rule * m (wf;t)to compute th...
AbstractConvergence results are proved for product integration rules based on approximating splines....
AbstractConvergence results are proved for Cauchy principal value integrals of the Schoenberg variat...
Abstract: In this paper the authors examine the convergence of an interpolatory type quadrature rul...
This paper presents a new interpolatory type quadrature rule for approximating the weighted Cauchy p...
Abstract Si dimostra un teorema di convergenza relativo a formule di quadratura di tipo gaussiano ...
Abstract: Product rules of interpolatory type on the zeros of generalized smooth Jacobi polynomials...
The quadrature formulae of Chawla & Jayarajan (1975) have been extended in a simple manner for t...
AbstractIn this paper we consider the numerical evaluation of one-dimensional Cauchy principal value...
AbstractFor the numerical approximation of Cauchy principal value integrals, we consider the so-call...
summary:New convergence and rate-of-convergence results are established for two well-known quadratur...
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