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Asymptotic expansions of the null distributions of test statistics for multivariate linear hypothesis under nonnormality

机译：非全体性多变量线性假设的测试统计空分布的渐近扩展

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Hirofumi Wakaki; Hirokazu Yanagihara; Yasunori Fujikoshi;
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年度 2002
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1. Asymptotic expansion of the null distribution of test statistic for linear hypothesis in nonnormal linear model [J] . Hirokazu Yasnagihara Journal of Multivariate Analysis: An International Journal . 2003,第2期

机译：非正态线性模型中线性假设的检验统计量零分布的渐近展开
2. Asymtotic expansions of the null distribution of test statistics for multivariate linear hypothesis under nonnormality [J] . Hirofumi Wakaki, Kirokazu Yanagihara, Yasunori Fujikoshi Hiroshima mathematical journal . 2002,第1期

机译：非正态下多元线性假设的检验统计量零分布的渐近展开
3. Asymptotic Expansion of the Null Distribution of LR Statistic for Multivariate Linear Hypothesis When the Dimension Is Large [J] . Tetsuji Tonda, Yasunori Fujikoshi Communications in Statistics. A, Theory and Methods . 2004,第5期

机译：当维度大时，多变量线性假设的LR统计空分布的渐近扩展
4. Asymptotically optimal truncated hypothesis test for a large sensor network described by a multivariate Gaussian distribution [C] . Zhang Jiangfan, Blum Rick S. Asilomar Conference on Signals, Systems Computers . 2013

机译：多元高斯分布描述的大型传感器网络的渐近最优截断假设检验
5. Novel methods for estimating null distributions in gene and gene pathway analysis for large scale hypothesis testing. [D] . Ren, Xing. 2016

机译：用于大规模假设检验的估计基因无效分布的新方法和基因途径分析。
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. Asymptotic expansion of the null distribution of test statistic for linear hypothesis in nonnormal linear model [O] . Yanagihara Hirokazu 2003

机译：非正态线性模型中线性假设的检验统计量零分布的渐近展开
8. Asymptotic Null and Nonnull Distributions of Three Multivariate Test Statistics in GMANOVA [R] . Luus, H. G., Dewaal, D. J. 1982

机译：GmaNOVa中三个多元检验统计量的渐近空和非空分布

Asymptotic expansions of the null distributions of test statistics for multivariate linear hypothesis under nonnormality

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