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Almost sure convergence of the largest and smallest eigenvalues of
  high-dimensional sample correlation matrices

Almost sure convergence of the largest and smallest eigenvalues of high-dimensional sample correlation matrices

30 January 2020
Johannes Heiny
T. Mikosch
ArXiv (abs)PDFHTML

Papers citing "Almost sure convergence of the largest and smallest eigenvalues of high-dimensional sample correlation matrices"

6 / 6 papers shown
Title
Eigenvalues and eigenvectors of heavy-tailed sample covariance matrices
  with general growth rates: the iid case
Eigenvalues and eigenvectors of heavy-tailed sample covariance matrices with general growth rates: the iid case
Johannes Heiny
T. Mikosch
59
24
0
24 Aug 2016
The bootstrap, covariance matrices and PCA in moderate and
  high-dimensions
The bootstrap, covariance matrices and PCA in moderate and high-dimensions
N. Karoui
E. Purdom
86
16
0
02 Aug 2016
Extreme value analysis for the sample autocovariance matrices of
  heavy-tailed multivariate time series
Extreme value analysis for the sample autocovariance matrices of heavy-tailed multivariate time series
Richard A. Davis
Johannes Heiny
T. Mikosch
Xiao-Yi Xie
45
15
0
26 Apr 2016
Tracy-Widom law for the extreme eigenvalues of sample correlation
  matrices
Tracy-Widom law for the extreme eigenvalues of sample correlation matrices
Z. Bao
G. Pan
Wang Zhou
74
53
0
24 Oct 2011
Limit Theory for the largest eigenvalues of sample covariance matrices
  with heavy-tails
Limit Theory for the largest eigenvalues of sample covariance matrices with heavy-tails
Richard A. Davis
Oliver Pfaffel
R. Stelzer
101
37
0
27 Aug 2011
Covariance estimation for distributions with $2+\varepsilon$ moments
Covariance estimation for distributions with 2+ε2+\varepsilon2+ε moments
N. Srivastava
Roman Vershynin
102
118
0
14 Jun 2011
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