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Asymptotic expansions for distributions of the large sample matrix resultant and related statistics on the Stiefel manifold

机译：Stiefel流形上大样本矩阵结果的分布和相关统计量的渐近展开

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Chikuse Yasuko;
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年度 1991
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1. Asymptotic Expansion for Sampling Distribution and Sample Size in Statistical Inference Ⅲ—The Modified Likelihood Ratio Λ-Test in the Noncentral Case [J] . MINORU SIOTANI, TAKASHI SEO, TOSHIYA IWASHITA Communications in Statistics. B, Simulation and Computation . 2005,第2期

机译：统计推断中样本分布和样本量的渐近展开Ⅲ-非中心情况下的修正似然比Λ检验
2. Asymptotic expansion of the joint distribution of sample mean vector and sample covariance matrix from an elliptical population [J] . Hirofumi Wakaki Hiroshima Mathematical Journal . 1997,第2期

机译：椭圆总体样本均值向量和协方差矩阵联合分布的渐近展开
3. Asymptotic expansions of the distributions of the chi-square statistic based on the asymptotically distribution-free theory in covariance structures [J] . Ogasawara H Journal of Statistical Planning and Inference . 2009,第9期

机译：基于协方差结构中无渐近分布理论的卡方统计量分布的渐近展开
4. Classification on Stiefel and Grassmann manifolds via maximum Likelihood estimation of matrix distributions [C] . Muhammad Ali, Junbin Gao, Michael Antolovich International Joint Conference on Neural Networks . 2016

机译：通过矩阵分布的最大似然估计对Stiefel和Grassmann流形进行分类
5. Asymptotics for High Dimension, Low Sample Size data and Analysis of Data on Manifolds [D] . Jung, Sungkyu 2011

机译：高维，低样本量数据的渐近性和流形上的数据分析
6. EXTENDING MULTIVARIATE DISTANCE MATRIX REGRESSION WITH AN EFFECT SIZE MEASURE AND THE ASYMPTOTIC NULL DISTRIBUTION OF THE TEST STATISTIC [O] . Daniel B. McArtor, Gitta H. Lubke, C. S. Bergeman -1

机译：具有效应尺寸度量和检验统计量的渐近零分布的扩展多元距离矩阵回归
7. High Dimensional Asymptotic Expansions for the Matrix Langevin Distributions on the Stiefel Manifold [O] . Chikuse Y. 1993

机译：Stiefel流形上矩阵Langevin分布的高维渐近展开
8. Asymptotic Expansions of the Distributions of Some Classification Statistics and the Probabilities of Misclassification when the Training Samples are Dependent. [R] . das gupta, somesh bandyopadhyay, shibdas 1976

机译：一类分类统计量分布的渐近展开及训练样本依赖时的误分类概率。

Asymptotic expansions for distributions of the large sample matrix resultant and related statistics on the Stiefel manifold

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