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	Testing Multivariate Normality Based on Beta-Representative Points Journal article Mathematics,2024, volume: 12, issue: 11 Authors: Cao, Yiwen; Liang, Jiajuan; Xu, Longhao; Kang, Jiangrui Favorite \| View/Download：3/0 \| Submit date：2024/09/04 affine invariance beta distribution chi-square test multivariate normality representative points
	Testing Multivariate Normality Based on F-Representative Points Journal article Mathematics,2022, volume: 10, issue: 22 Authors: Wang, Sirao; Liang, Jiajuan; Zhou, Min; Ye, Huajun Favorite \| View/Download：8/0 \| Submit date：2023/02/14 affine invariance chi-squared test F-distribution multivariate normality representative points
	Testing Multivariate Normality Based on t-Representative Points Journal article Axioms,2022, volume: 11, issue: 11 Authors: Liang, Jiajuan; He, Ping; Yang, Jun Favorite \| View/Download：10/0 \| Submit date：2023/02/14 chi-squared test multivariate normality representative points spherical distribution Student's t-distribution
	Generalized T 3-plot for testing high-dimensional normality Journal article Frontiers of Mathematics in China,2016, volume: 11, issue: 6, pages: 1363-1378 Authors: Favorite \| View/Download：5/0 \| Submit date：2021/06/04 Dimension reduction graphical method high-dimensional data multivariate normality spherical distribution
	A multivariate normal plot to detect nonnormality Journal article Journal of Computational and Graphical Statistics,2009, volume: 18, issue: 1, pages: 52-72 Authors: Liang, Jiajuan; Ng, Kaiwang Favorite \| View/Download：4/0 \| Submit date：2021/06/04 High-dimensional data Multivariate normality Principal component Spherical distribution
	Approximation of the non-null distribution of generalized T2-statistics Journal article Linear Algebra and Its Applications,2000, volume: 321, issue: 1-3, pages: 27-46 Authors: Fang, Kaitai; Kollo, Tõnu; Parring, Anne Mai Favorite \| View/Download：2/0 \| Submit date：2021/05/13 Asymptotic normality Generalized F-statistic Hotelling's T2-statistic Matrix derivative Multivariate Taylor expansion Non-null distribution
	A test for multivariate normality based on sample entropy and projection pursuit Journal article Journal of Statistical Planning and Inference,1995, volume: 45, issue: 3, pages: 373-385 Authors: Zhu, Lixing; Wong, Hoilam; Fang, Kaitai Favorite \| View/Download：5/0 \| Submit date：2021/05/13 Density estimation Entropy Kurtosis Multivariate normality Number-theoretic method Projection pursuit Skewness