Applications of sets of points uniformly distributed on sphere to test multinormality and robust estimation

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Title	Applications of sets of points uniformly distributed on sphere to test multinormality and robust estimation
Creator	Fang, Kaitai1 ; Yuan, Kehai 2; Bentler, P. M.3
Date Issued	1992
Conference Name	Special Year in Probability and Statistics at the Nankai Institute of Mathematics
Source Publication	Probability and Statistics: Proceedings of the Special Program at the Nankai Institute of Mathematics
Editor	Jiang Zepei, Yan Shijian, Cheng Ping, Wu Rong
ISBN	981020888X
Pages	56-73
Conference Date	August 1988 - May 1989
Conference Place	Tianjin, China
Publication Place	Singapore
Publisher	World Scientific
Abstract	In this paper, a kind of sets of points uniformly distributed on a sphere, proposed by Wang and Fang (1990), is applied to testing multinormality and estimating the mean vector. Some numerical examples show that uniformity of this kind of sets of points is acceptable for most practical problems. A statistical table of skewness and kurtosis for testing multinormality is also presented.
Keyword	Discrepancy test for multinormality uniform distribution on a sphere number theory robust estimation
Language	英语English
Citation statistics
Document Type	Conference paper
Identifier	http://repository.uic.edu.cn/handle/39GCC9TT/5346
Collection	Research outside affiliated institution
Affiliation	1.Institute of Applied Mathematics, Academia Sinica, Beijing, China 2.Beijing Institute of Technology, Beijing, China 3.Department of Psychology, University of California, Los Angeles, USA
Recommended Citation GB/T 7714	Fang, Kaitai,Yuan, Kehai,Bentler, P. M. Applications of sets of points uniformly distributed on sphere to test multinormality and robust estimation[C]//Jiang Zepei, Yan Shijian, Cheng Ping, Wu Rong. Singapore: World Scientific, 1992: 56-73.

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