This paper presents a survey of recent results on error estimates of Gaussian-type quadrature formulas for analytic functions on confocal ellipses
In many applied problems, efficient calculation of quadratures with high accuracy is required. The e...
The kernels K-n(z) in the remainder terms R-n(f) of the Gaussian quadrature formulae for analytic fu...
AbstractWe investigate the behaviour of the maximum error in applying Gaussian quadrature to the Che...
This paper presents a survey of recent results on error estimates of Gaussian-type quadrature formul...
AbstractWe consider the remainder term of the Gauss–Turán quadrature formulaeRn,s(f)=∫-11w(t)f(t)dt-...
We study the error of Gauss-Turan quadrature formulae when functions which are analytic on a neighbo...
AbstractWe consider the generalized Gauss–Turán quadrature formulae of Radau and Lobatto type for ap...
AbstractThis paper is concerned with estimates for the error when a Gauss-Legendre quadrature rule i...
In this paper we present an extension of our previous research, focusing on a method to numerically ...
AbstractWe study the kernel of the remainder term of Gauss quadrature rules for analytic functions w...
AbstractThis note is concerned with estimates for the remainder term of the Gauss–Turán quadrature f...
Three kinds of effective error bounds of the quadrature formulas with multiple nodes that are genera...
For Gauss¿Tur¿an quadrature formulae with an even weight function on the interval [-1; 1] and functi...
This paper provides a rigorous and delicate analysis for exponential decay of Jacobi polynomial expa...
This paper provides a rigorous and delicate analysis for exponential decay of Jacobi polynomial expa...
In many applied problems, efficient calculation of quadratures with high accuracy is required. The e...
The kernels K-n(z) in the remainder terms R-n(f) of the Gaussian quadrature formulae for analytic fu...
AbstractWe investigate the behaviour of the maximum error in applying Gaussian quadrature to the Che...
This paper presents a survey of recent results on error estimates of Gaussian-type quadrature formul...
AbstractWe consider the remainder term of the Gauss–Turán quadrature formulaeRn,s(f)=∫-11w(t)f(t)dt-...
We study the error of Gauss-Turan quadrature formulae when functions which are analytic on a neighbo...
AbstractWe consider the generalized Gauss–Turán quadrature formulae of Radau and Lobatto type for ap...
AbstractThis paper is concerned with estimates for the error when a Gauss-Legendre quadrature rule i...
In this paper we present an extension of our previous research, focusing on a method to numerically ...
AbstractWe study the kernel of the remainder term of Gauss quadrature rules for analytic functions w...
AbstractThis note is concerned with estimates for the remainder term of the Gauss–Turán quadrature f...
Three kinds of effective error bounds of the quadrature formulas with multiple nodes that are genera...
For Gauss¿Tur¿an quadrature formulae with an even weight function on the interval [-1; 1] and functi...
This paper provides a rigorous and delicate analysis for exponential decay of Jacobi polynomial expa...
This paper provides a rigorous and delicate analysis for exponential decay of Jacobi polynomial expa...
In many applied problems, efficient calculation of quadratures with high accuracy is required. The e...
The kernels K-n(z) in the remainder terms R-n(f) of the Gaussian quadrature formulae for analytic fu...
AbstractWe investigate the behaviour of the maximum error in applying Gaussian quadrature to the Che...