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Limiting Laws for Divergent Spiked Eigenvalues and Largest Non-spiked
  Eigenvalue of Sample Covariance Matrices
v1v2 (latest)

Limiting Laws for Divergent Spiked Eigenvalues and Largest Non-spiked Eigenvalue of Sample Covariance Matrices

1 November 2017
Tony Cai
Xiao Han
G. Pan
ArXiv (abs)PDFHTML

Papers citing "Limiting Laws for Divergent Spiked Eigenvalues and Largest Non-spiked Eigenvalue of Sample Covariance Matrices"

10 / 10 papers shown
Title
Tests for principal eigenvalues and eigenvectors
Tests for principal eigenvalues and eigenvectors
Jianqing Fan
Yingying Li
Ningning Xia
Xinghua Zheng
AIFin
77
0
0
11 May 2024
A CLT for the LSS of large dimensional sample covariance matrices with
  diverging spikes
A CLT for the LSS of large dimensional sample covariance matrices with diverging spikes
Zhijun Liu
Jiang Hu
Z. Bai
Haiyan Song
47
7
0
12 Dec 2022
Correlation matrix of equi-correlated normal population: fluctuation of
  the largest eigenvalue, scaling of the bulk eigenvalues, and stock market
Correlation matrix of equi-correlated normal population: fluctuation of the largest eigenvalue, scaling of the bulk eigenvalues, and stock market
Y. Akama
75
3
0
11 Dec 2022
Optimal Eigenvalue Shrinkage in the Semicircle Limit
Optimal Eigenvalue Shrinkage in the Semicircle Limit
D. Donoho
M. J. Feldman
47
5
0
10 Oct 2022
Automatic sparse PCA for high-dimensional data
Automatic sparse PCA for high-dimensional data
K. Yata
M. Aoshima
27
2
0
29 Sep 2022
CLT for LSS of sample covariance matrices with unbounded dispersions
CLT for LSS of sample covariance matrices with unbounded dispersions
Liu Zhijun
Bai Zhidong
Hu Jiang
Song Haiyan
23
0
0
18 Jun 2021
Selecting the number of components in PCA via random signflips
Selecting the number of components in PCA via random signflips
David Hong
Yueqi Sheng
Yan Sun
116
16
0
05 Dec 2020
Impact of signal-to-noise ratio and bandwidth on graph Laplacian
  spectrum from high-dimensional noisy point cloud
Impact of signal-to-noise ratio and bandwidth on graph Laplacian spectrum from high-dimensional noisy point cloud
Xiucai Ding
Hau‐Tieng Wu
107
13
0
21 Nov 2020
Generalized Four Moment Theorem with an application to the CLT for the
  spiked eigenvalues of high-dimensional general Fisher-matrices
Generalized Four Moment Theorem with an application to the CLT for the spiked eigenvalues of high-dimensional general Fisher-matrices
Dandan Jiang
Zhiqiang Hou
Z. Bai
48
1
0
11 Apr 2019
Generalized Four Moment Theorem and an Application to CLT for Spiked
  Eigenvalues of Large-dimensional Covariance Matrices
Generalized Four Moment Theorem and an Application to CLT for Spiked Eigenvalues of Large-dimensional Covariance Matrices
Dandan Jiang
Z. Bai
26
30
0
16 Aug 2018
1