Quadratures with Remainders of Minimum Norm. I

DOI10.2307/2003471zbMath0147.14103OpenAlexW4237711115MaRDI QIDQ5524839

Robert E. Barnhill, James A. Wixom

Publication date: 1967

Full work available at URL: https://doi.org/10.2307/2003471

zbMATH Keywords

numerical analysis

Related Items (12)

The work of Philip Rabinowitz on numerical integration ⋮ Hilbert spaces for estimating errors of quadratures for analytic functions ⋮ Quadratures with Remainders of Minimum Norm. II ⋮ Approximation des fonctionnelles par des fonctionnelles d'evaluation sur des espaces de Hilbert de fonctions ⋮ An Error Analysis for Numerical Multiple Integration. I ⋮ An Error Analysis for Numerical Multiple Integration. II ⋮ Movable Singularities and Quadrature ⋮ New Error Coefficients for Estimating Quadrature Errors for Analytic Functions ⋮ Optimale Approximation mit Nebenbedingungen an lineare Funktionale auf \(H^2(E_\rho)\) und \(L^2(E_\rho)\) ⋮ Asymptotic minimum norm quadrature formulae ⋮ Asymptotic properties of minimum norm and optimal quadratures ⋮ Optimal rules for numerical integration round the unit circle

Cites Work

• Complex quadratures with remainders of minimum norm
• On Davis' Method of Estimating Quadrature Errors
• On the Estimation of Quadrature Errors for Analytic Functions
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