About: A note on some asymptotic properties of the logarithmic series distribution

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Attributs	Valeurs
type	work Article
Is Part Of	http://hub.abes.fr/oup/periodical/biomet/1961/volume_48/issue_12/w
Subject	MISCELLANEA
Title	A note on some asymptotic properties of the logarithmic series distribution
has manifestation of work	http://hub.abes.fr/oup/periodical/biomet/1961/volume_48/issue_12/101093biomet4812212/m/web http://hub.abes.fr/oup/periodical/biomet/1961/volume_48/issue_12/101093biomet4812212/m/print
related by	http://hub.abes.fr/oup/periodical/biomet/1961/volume_48/issue_12/101093biomet4812212/authorship/1
Author	GOWER J. C.
Abstract	SUMMARY. Formulae are given to calculateS(x, R) = ∞Σr−R+1 x7/r9 the remainder term in the logarithmic series, which are valid for high values of R and values of x close to unity. These are of value when dealing with extreme values of the parameters appearing in the logarithmic series distribution such as have arisen in C. B. William's recent study of the possible distribution of the number per species for all the insects in the world. Bounds are given for the errors involved when making the recommended approximations. The calculation of the median of the distribution is also discussed.
article type	other
publisher identifier	48.1-2.212
is part of this journal	Biometrika

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