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Probability points for the kurtosis of a normal sample with known mean / by Brian H. Maranda.DR52-11/20-1994E-PDF

"Probability points are computed for the sample kurtosis of independent, identically distributed Gaussian variates when the sample moments are taken about the true mean. The method of computation allows the accurate determination of the probability points even for small tail probabilities, [...]. Moreover, the results suggest that the probability points tabulated here may also be used when the sample moments are taken about the sample mean"--Abstract.

Permanent link to this Catalogue record:
publications.gc.ca/pub?id=9.953868&sl=0

Publication information
Department/Agency
  • Defence Research Establishment Pacific, issuing body.
  • Canada. Department of National Defence. Research and Development Branch, issuing body.
TitleProbability points for the kurtosis of a normal sample with known mean / by Brian H. Maranda.
Series title
  • Technical memorandum ; 94-143
Publication typeMonograph - View Master Record
Language[English]
FormatDigital text
Electronic document
Note(s)
  • Digitized edition from print [produced by Defence Research and Development Canada].
  • Includes bibliographical references (pages 10-11).
  • Includes abstracts in English and French.
Publishing information
  • Victoria, B.C. : Defence Research Establishment Pacific = Centre de recherches pour la défense pacifique : Research and Development Branch, Department of National Defence, November 1994.
Author / Contributor
  • Maranda, Brian Howard, 1957- author.
Description1 online resource (11 pages, 3 unnumbered pages).
Catalogue number
  • DR52-11/20-1994E-PDF
Subject terms
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