A FURTHER COMPARISON OF TWO-SAMPLE NONPARAMETRIC TESTS FOR DISPERISON I - Collections

＜journal article＞
A FURTHER COMPARISON OF TWO-SAMPLE NONPARAMETRIC TESTS FOR DISPERISON I

Creator	Creator Name Yanagawa, Takashi 柳川, 堯 Affiliation Affiliation Name Department of General Education, Kumamoto University 熊本大学教養部
Language	English
Publisher	Research Association of Statistical Sciences
Publisher	統計科学研究会
Date	1970-03
Source Title	Bulletin of Mathematical Statistics
Vol	14
Issue	1/2
First Page	15
Last Page	24
Publication Type	Version of Record
Access Rights	open access
Crossref DOI	https://doi.org/10.5109/13041
Related DOI	Bulletin of mathematical statistics \|\| 14(1/2) \|\| p15-24
	統計数理研究 \|\| 14(1/2) \|\| p15-24
	http://bic.math.kyushu-u.ac.jp/
Related URI	Bulletin of mathematical statistics \|\| 14(1/2) \|\| p15-24
	統計数理研究 \|\| 14(1/2) \|\| p15-24
	http://bic.math.kyushu-u.ac.jp/
Relation	Bulletin of mathematical statistics \|\| 14(1/2) \|\| p15-24
	統計数理研究 \|\| 14(1/2) \|\| p15-24
	http://bic.math.kyushu-u.ac.jp/
Abstract	This paper is concerned with two-sample nonparametric tests for dispersion alternatives. Various nonparametric tests such as Tamura's $ Q $, Sukhatme's $ T $, Mood's $ M $ and Freund-Ansari's $ W $ (B...arton-David's and Siegel-Tukey's) are considered and compared from the point of view of the Bahadur asymptotic efficiency for the symmetric distribution. Final results are given in section 4.show more

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