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Regularization of wavelet approximations
Anestis Antoniadis,
Jianqing Fan
Research output
:
Contribution to journal
›
Article
›
peer-review
368
Scopus citations
Overview
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Dive into the research topics of 'Regularization of wavelet approximations'. Together they form a unique fingerprint.
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Mathematics
Approximation
38%
Class
7%
Context
7%
Envelope
13%
Estimator
45%
Least Squares Estimator
13%
Least Squares Problem
42%
Lower Envelopes
19%
Minimax
12%
Necessary Conditions
7%
Non-convexity
16%
Nonparametric Regression
13%
Numerical Examples
7%
Oracle Inequalities
17%
Penalized Least Squares
68%
Penalty Function
41%
Regression Function
13%
Thresholding
61%
Wavelet Estimator
51%
Wavelets
67%
Business & Economics
Approximation
62%
Estimator
60%
Least Squares
27%
Least Squares Estimator
10%
Minimax
10%
Non-convexity
11%
Nonparametric Regression
16%
Penalty Function
34%
Regularization
100%
Sampling
26%
Wavelets
89%