Canonical correlation coefficients of high-dimensional Gaussian vectors:
finite rank case

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Canonical correlation coefficients of high-dimensional Gaussian vectors: finite rank case

8 April 2017

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Papers citing "Canonical correlation coefficients of high-dimensional Gaussian vectors: finite rank case"

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Title
A unified matrix model including both CCA and F matrices in multivariate analysis: the largest eigenvalue and its applications Xiao Han G. Pan Qing Yang 38 11 0 14 Jun 2016
Testing in high-dimensional spiked models Iain M. Johnstone A. Onatski 82 53 0 24 Sep 2015
Extreme eigenvalues of large-dimensional spiked Fisher matrices with application Qinwen Wang Jianfeng Yao 54 31 0 20 Apr 2015
Independence test for high dimensional data based on regularized canonical correlation coefficients Yanrong Yang G. Pan 60 44 0 18 Mar 2015
Minimax estimation in sparse canonical correlation analysis Chao Gao Zongming Ma Zhao Ren Harrison H. Zhou 140 52 0 07 May 2014
Central Limit Theorems for Classical Likelihood Ratio Tests for High-Dimensional Normal Distributions Tiefeng Jiang Fan Yang 125 134 0 02 Jun 2013
On determining the number of spikes in a high-dimensional spiked population model Damien Passemier Jianfeng Yao 78 56 0 14 Apr 2011
Multivariate analysis and Jacobi ensembles: largest eigenvalue, Tracy--Widom limits and rates of convergence Iain M. Johnstone 154 185 0 23 Mar 2008