AbstractA nonadaptive automatic integration scheme using Clenshaw-Curtis quadrature is presented. Extensions are made to calculate Cauchy principal values and integrals having algebraic and logarithmic end point singularities
AbstractThe stability and the convergence of the Chebyshev quadrature rule of one-sided finite part ...
AbstractWe present a method based on the Chakalov–Popoviciu quadrature formula of Lobatto type, a ra...
Two topics concerning the use of Clenshaw-Curtis quadrature within the Bayesian automatic adaptive q...
AbstractA nonadaptive automatic integration scheme using Clenshaw-Curtis quadrature is presented. Ex...
This project presents a modified method of numerical integration for a “well behaved� function o...
An automatic quadrature scheme is developed for the approximate evaluation of the product-type indef...
AbstractAn automatic quadrature method is presented for approximating the indefinite integral of fun...
AbstractAn automatic quadrature scheme is developed for the approximate evaluation of the product-ty...
Product integration methods for Cauchy principal value integrals based on piecewise Lagrangian inter...
AbstractAn automatic integration scheme is proposed for evaluating the so-called product type (indef...
In this thesis, an automatic quadrature scheme is presented for evaluating the product type indefin...
AbstractWe consider quadrature formulas for the numerical evaluation, with error estimate, of integr...
The term numerical integration covers several different tasks, including numerical evaluation of int...
The Clenshaw Curtis method for numerical integration is extended to semi-infinite ([_0, 30] and infi...
AbstractIn the univariate case, there is a well-developed theory on the error estimation of the quad...
AbstractThe stability and the convergence of the Chebyshev quadrature rule of one-sided finite part ...
AbstractWe present a method based on the Chakalov–Popoviciu quadrature formula of Lobatto type, a ra...
Two topics concerning the use of Clenshaw-Curtis quadrature within the Bayesian automatic adaptive q...
AbstractA nonadaptive automatic integration scheme using Clenshaw-Curtis quadrature is presented. Ex...
This project presents a modified method of numerical integration for a “well behaved� function o...
An automatic quadrature scheme is developed for the approximate evaluation of the product-type indef...
AbstractAn automatic quadrature method is presented for approximating the indefinite integral of fun...
AbstractAn automatic quadrature scheme is developed for the approximate evaluation of the product-ty...
Product integration methods for Cauchy principal value integrals based on piecewise Lagrangian inter...
AbstractAn automatic integration scheme is proposed for evaluating the so-called product type (indef...
In this thesis, an automatic quadrature scheme is presented for evaluating the product type indefin...
AbstractWe consider quadrature formulas for the numerical evaluation, with error estimate, of integr...
The term numerical integration covers several different tasks, including numerical evaluation of int...
The Clenshaw Curtis method for numerical integration is extended to semi-infinite ([_0, 30] and infi...
AbstractIn the univariate case, there is a well-developed theory on the error estimation of the quad...
AbstractThe stability and the convergence of the Chebyshev quadrature rule of one-sided finite part ...
AbstractWe present a method based on the Chakalov–Popoviciu quadrature formula of Lobatto type, a ra...
Two topics concerning the use of Clenshaw-Curtis quadrature within the Bayesian automatic adaptive q...
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