Tohoku Mathematical Journal, First Series
Online ISSN : 1881-2015
Print ISSN : 0040-8735
ISSN-L : 0040-8735
On the Deviation from Normality of the Frequency Distributions of Functions of Normally Distributed Variates
Kazutarô YASUKAWA
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1933 Volume 38 Pages 465-480

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Abstract
The author proved in an earlier paper that the deviation from normality of different functions varies as {v_x}λ ''.
In the following Table are compared the results obtained from two methods of computation, one of which has already been used in this paper, while the other has been obtained from the case I under the assumption that proportinality is valid.
It will be seen from this Table that the two results agree quite well, especially when {v_x}λ '' happens to be comparatively small, such as in the cases IV, X, V, VI, VIT, VIII and II, whereas in both tails of the distributions, as in the cases III and IX where {v_x}λ '' is fairly large the agreement begins to break down.
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