OPTIMAL ERROR ESTIMATES FOR CORRECTED TRAPEZOIDAL RULES ERIK TALVILA AND MATTHEW WIERSMA Rb Abstract. Corrected trapezoidal rules are proved for a f (x) dx under the assumption that f 00 ∈ Lp ([a, b]) for some 1 ≤ p - Trapezoidal rule - Document - PDFSEARCH.IO

First Page	Meta Content
	OPTIMAL ERROR ESTIMATES FOR CORRECTED TRAPEZOIDAL RULES ERIK TALVILA AND MATTHEW WIERSMA Rb Abstract. Corrected trapezoidal rules are proved for a f (x) dx under the assumption that f 00 ∈ Lp ([a, b]) for some 1 ≤ p Add to Reading List Document Date: 2012-05-16 21:18:39 Open Document File Size: 229,79 KB Share Result on Facebook Country Canada / / Facility University of Alberta / / NaturalFeature Fraser Valley / / Organization University of Alberta / Natural Sciences and Engineering Research Council of Canada / Department of Mathematical and Statistical Sciences / University of the Fraser Valley / / Person MATTHEW WIERSMA / ERIK TALVILA / / Position first author / second author / / ProvinceOrState Alberta / / SocialTag Numerical integration Integral calculus Functions and mappings Numerical analysis Integral Henstock–Kurzweil integral Trapezoidal rule Polynomial Newton–Cotes formulas Mathematical analysis

OPTIMAL ERROR ESTIMATES FOR CORRECTED TRAPEZOIDAL RULES ERIK TALVILA AND MATTHEW WIERSMA Rb Abstract. Corrected trapezoidal rules are proved for a f (x) dx under the assumption that f 00 ∈ Lp ([a, b]) for some 1 ≤ p Add to Reading List