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Statements

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dbpedia-hu:Simpson-módszer
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Simpson-módszer
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n12:Numerikus_analízis
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725635
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23025038
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n5:Simpson38RuleMod.html n9:Earthwork_volume.htm n10:%3Fid=bh5w6E-M-PUC&pg=PA122&dq=extended-simpson%27s-rule n13:www.autarkaw.com n13:numericalmethods.eng.usf.edu n16:simpsons_13rd_rule.html n17:Simpson38RuleMod.html%23 n18:SimpsonsRuleMod.html n21:Newton-CotesFormulas.html
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Atkinson, Kendall A. Press, William H., Brian P. Flannery, William T. Vetterling, and Saul A. Teukolsky Süli, Endre and Mayers, David Burden, Richard L. and Faires, J. Douglas
prop-hu:edition
7 2
prop-hu:isbn
0 521375169
prop-hu:publisher
Cambridge University Press John Wiley & Sons Brooks/Cole
prop-hu:title
Numerical Recipes in Pascal: The Art of Scientific Computing Simpson's Rule An Introduction to Numerical Analysis Numerical Analysis
prop-hu:url
n10:%3Fid=bh5w6E-M-PUC&pg=PA122&dq=extended-simpson%27s-rule
prop-hu:year
1989 2003 2000
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SimpsonsRule
dbo:abstract
A numerikus analízisben a Simpson-módszer egy numerikus integrálási módszer, amellyel a határozott integrál numerikus értékét közelítjük meg, mégpedig a következő képlettel: . A módszer (1710–1761) angol matematikus munkája.
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