[PDF][PDF] Gauss-Kronrod quadrature formulae-a survey of fifty years of research

SE Notaris - Electron. Trans. Numer. Anal, 2016 - etna.math.kent.edu
Kronrod in 1964, trying to estimate economically the error of the n-point Gauss quadrature
formula for the Legendre weight function, developed a new formula by adding to the n …

The error norm of quadrature formulae

SE Notaris - Numerical Algorithms, 2012 - Springer
In certain spaces of analytic functions the error term of a quadrature formula is a bounded
linear functional. We give a survey of the methods used in order to compute explicitly, or in …

Quadrature with multiple nodes, power orthogonality, and moment-preserving spline approximation, Part II

GV Milovanović, MS Pranić, MM Spalević - Applicable Analysis and Discrete …, 2019 - JSTOR
The paper deals with new contributions to the theory of the Gauss quadrature formulas with
multiple nodes that are published after 2001, including numerical construction, error …

[PDF][PDF] Error bounds of some Gauss–Turán–Kronrod quadratures with Gori–Micchelli weights for analytic functions

GV Milovanovic, MM Spalevic, MS Pranic - Rn, 2007 - elib.mi.sanu.ac.rs
We study the kernels Kn, s (z) of the remainder term Rn, s (f) of some Gauss–Turán–Kronrod
quadrature rules for analytic functions when the weight function is the chosen subclass of …

[PDF][PDF] Quadrature Formulae with Multiple Nodes

GV Milovanovic, MM Spalevic, MS Pranic - 2017 - mi.sanu.ac.rs
Quadrature Formulae With Multiple Nodes Page 1 Gradimir V. Milovanovic Miodrag M.
Spalevic Miroslav S. Pranic Quadrature Formulae With Multiple Nodes Mathematics …

Explicit expressions of the generalized Stieltjes polynomial

П ЧЛАНЦИ - cyberleninka.ru
The existence and uniqueness of a Kronrod type extension to the well-known Gauss-Turan
quadrature formulas were proved by Li (1994, pp. 71 83). For the generalized Chebyshev …

Explicit expressions of the generalized Stieltjes polynomial

LR Paunović - Vojnotehnički glasnik/Military Technical Courier, 2017 - aseestant.ceon.rs
Sažetak Egzistenciju i jedinstvenost Kronrodovih ekstenzija za dobro poznate Gaus-
Turanove kvadraturne formule dokazao je Li (Li, 1994, str. 71-83). Određeni su eksplicitni …