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Unified $\ell_{2\rightarrow\infty}$ Eigenspace Perturbation Theory for
  Symmetric Random Matrices

Unified ℓ2→∞\ell_{2\rightarrow\infty}ℓ2→∞​ Eigenspace Perturbation Theory for Symmetric Random Matrices

11 September 2019
Lihua Lei
ArXivPDFHTML

Papers citing "Unified $\ell_{2\rightarrow\infty}$ Eigenspace Perturbation Theory for Symmetric Random Matrices"

5 / 5 papers shown
Title
Entrywise Eigenvector Analysis of Random Matrices with Low Expected Rank
Entrywise Eigenvector Analysis of Random Matrices with Low Expected Rank
Emmanuel Abbe
Jianqing Fan
Kaizheng Wang
Yiqiao Zhong
66
249
0
27 Sep 2017
Estimating Mixed Memberships with Sharp Eigenvector Deviations
Estimating Mixed Memberships with Sharp Eigenvector Deviations
Xueyu Mao
Purnamrita Sarkar
Deepayan Chakrabarti
80
87
0
01 Sep 2017
The two-to-infinity norm and singular subspace geometry with
  applications to high-dimensional statistics
The two-to-infinity norm and singular subspace geometry with applications to high-dimensional statistics
Joshua Cape
M. Tang
Carey E. Priebe
54
132
0
30 May 2017
Finding Dense Clusters via "Low Rank + Sparse" Decomposition
Finding Dense Clusters via "Low Rank + Sparse" Decomposition
Samet Oymak
B. Hassibi
GNN
115
57
0
27 Apr 2011
Spectral clustering and the high-dimensional stochastic blockmodel
Spectral clustering and the high-dimensional stochastic blockmodel
Karl Rohe
S. Chatterjee
Bin Yu
201
931
0
09 Jul 2010
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