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On the asymptotic normality and efficiency of Kronecker envelope principal component analysis
Shih Hao Huang
, Su Yun Huang
Department of Mathematics
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Dive into the research topics of 'On the asymptotic normality and efficiency of Kronecker envelope principal component analysis'. Together they form a unique fingerprint.
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Mathematics
Asymptotic Efficiency
82%
Principal Component Analysis
73%
Envelope
71%
Asymptotic Normality
65%
Electron Microscopy
29%
Subspace
17%
Tensor
15%
Kronecker Product
14%
Dimension Reduction
14%
Image Simulation
12%
Image Clustering
11%
Folding
7%
Majorization
7%
Reduction Method
7%
Convert
6%
Dimensionality
6%
Data analysis
5%
Influence
4%
Simulation Study
4%
Observation
4%
Estimator
3%
Business & Economics
Asymptotic Efficiency
100%
Principal Component Analysis
94%
Asymptotic Normality
92%
Dimension Reduction
24%
Electron Microscopy
21%
Product Structure
16%
Majorization
10%
Natural Products
9%
Dimensionality
7%
Field Research
6%
Simulation Study
6%
Clustering
5%
Matrix
5%
Estimator
5%