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Tensor product splines and functional principal components
Philip T. Reiss
, Meng Xu
Department of Statistics
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peer-review
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Dive into the research topics of 'Tensor product splines and functional principal components'. Together they form a unique fingerprint.
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Mathematics
Tensor Product Splines
100%
Principal Components
70%
Smoothing
58%
Functional Principal Component Analysis
31%
Magnetic Resonance Imaging
31%
Penalized Splines
29%
Sparse Data
28%
Covariance Operator
28%
Symmetric Operator
24%
Penalization
24%
Brain
23%
Finite Rank
23%
Longitudinal Data
22%
Drawing
20%
Integral Operator
19%
Spline
19%
Human
19%
Tensor Product
18%
Eigenfunctions
18%
Alternatives
13%
Business & Economics
Splines
83%
Principal Components
72%
Smoothing
69%
Operator
38%
Longitudinal Data
33%
Magnetic Resonance Imaging
31%
Principal Component Analysis
29%
Integral
18%
Alternatives
10%
Engineering & Materials Science
Tensors
63%
Splines
62%
Eigenvalues and eigenfunctions
33%
Magnetic resonance
33%
Principal component analysis
30%
Brain
26%
Imaging techniques
24%