Author
Trefethen, L
Journal title
CoRR
Volume
abs/2101.09501
Last updated
2022-08-07T07:05:18.247+01:00
Abstract
The standard design principle for quadrature formulas is that they should be
exact for integrands of a given class, such as polynomials of a fixed degree.
We show how this principle fails to predict the actual behavior in four cases:
Newton-Cotes, Clenshaw-Curtis, Gauss-Legendre, and Gauss-Hermite quadrature.
Three further examples are mentioned more briefly.
Symplectic ID
1187551
Favourite
Off
Publication type
Journal Article
Publication date
01 Jan 2021
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