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Approximation-theoretical analysis of translation invariant wavelet expansions
J. Liu,
P. Moulin
Electrical and Computer Engineering
Beckman Institute for Advanced Science and Technology
Statistics
Information Trust Institute
Coordinated Science Lab
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Dive into the research topics of 'Approximation-theoretical analysis of translation invariant wavelet expansions'. Together they form a unique fingerprint.
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Keyphrases
Translation Invariant
100%
Wavelet Expansion
100%
Translation Invariant Wavelet
100%
Result-oriented
50%
Smooth Function
50%
Image Denoising
50%
Approximation Error
50%
Approximation Theory
50%
Gibbs Artifact
50%
Orthogonal Expansion
50%
Orthogonal Wavelet Transform
50%
Haar Wavelet
50%
Translation Invariant Wavelet Transform
50%
Discontinuous Functions
50%
Mathematics
Wavelet Transforms
100%
Wavelet
100%
Approximation Theory
50%
Approximation Error
50%
Smooth Function
50%
Orthogonal Expansion
50%
Orthogonal Wavelet
50%
Haar Wavelet
50%
Discontinuous Functions
50%