AbstractThis paper deals with the numerical calculation of integrals over the unit circle in the complex plane by means of quadrature formulas with uniformly distributed nodes on such region. Several properties of the coefficients as well as error bounds for analytic functions are established
For Gauss¿Tur¿an quadrature formulae with an even weight function on the interval [-1; 1] and functi...
© 2014 Elsevier B.V. All rights reserved. In this paper we give a survey of some results concerning ...
In this research, some new and efficient quadrature rules are proposed involving the combination of ...
AbstractThis paper deals with the numerical calculation of integrals over the unit circle in the com...
Interpolatory quadrature formulas with uniformly distributed nodes over the unit circle in the compl...
AbstractQuadrature formulas on the unit circle were introduced by Jones in 1989. On the other hand, ...
Three kinds of effective error bounds of the quadrature formulas with multiple nodes that are genera...
We study the error of Gauss-Turan quadrature formulae when functions which are analytic on a neighbo...
Quadrature formulas on the unit circle were introduced by Jones et al. in 1989. On the other hand, B...
In this paper an error estimate for quadrature rules with an even maximal trigonometric degree of ex...
AbstractLet G be a domain in the complex plane, which is symmetric with respect to the real axis and...
In this paper, we give error estimates for quadrature rules with maximal trigonometric degree of exa...
AbstractWe consider the remainder term of the Gauss–Turán quadrature formulaeRn,s(f)=∫-11w(t)f(t)dt-...
SIGLEAvailable from TIB Hannover: RN 2414(395) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Te...
AbstractWe consider the problem of integrating a function f : [-1,1] → R which has an analytic exten...
For Gauss¿Tur¿an quadrature formulae with an even weight function on the interval [-1; 1] and functi...
© 2014 Elsevier B.V. All rights reserved. In this paper we give a survey of some results concerning ...
In this research, some new and efficient quadrature rules are proposed involving the combination of ...
AbstractThis paper deals with the numerical calculation of integrals over the unit circle in the com...
Interpolatory quadrature formulas with uniformly distributed nodes over the unit circle in the compl...
AbstractQuadrature formulas on the unit circle were introduced by Jones in 1989. On the other hand, ...
Three kinds of effective error bounds of the quadrature formulas with multiple nodes that are genera...
We study the error of Gauss-Turan quadrature formulae when functions which are analytic on a neighbo...
Quadrature formulas on the unit circle were introduced by Jones et al. in 1989. On the other hand, B...
In this paper an error estimate for quadrature rules with an even maximal trigonometric degree of ex...
AbstractLet G be a domain in the complex plane, which is symmetric with respect to the real axis and...
In this paper, we give error estimates for quadrature rules with maximal trigonometric degree of exa...
AbstractWe consider the remainder term of the Gauss–Turán quadrature formulaeRn,s(f)=∫-11w(t)f(t)dt-...
SIGLEAvailable from TIB Hannover: RN 2414(395) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Te...
AbstractWe consider the problem of integrating a function f : [-1,1] → R which has an analytic exten...
For Gauss¿Tur¿an quadrature formulae with an even weight function on the interval [-1; 1] and functi...
© 2014 Elsevier B.V. All rights reserved. In this paper we give a survey of some results concerning ...
In this research, some new and efficient quadrature rules are proposed involving the combination of ...
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