An algebraic construction of orthonormal M-band wavelets with perfect reconstruction (Q2369216)
From MaRDI portal
scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An algebraic construction of orthonormal M-band wavelets with perfect reconstruction |
scientific article |
Statements
An algebraic construction of orthonormal M-band wavelets with perfect reconstruction (English)
0 references
28 April 2006
0 references
M-band wavelets are an alternative for the standard 2-band orthogonal wavelets that have attracted considerable attention due to their flexibility. Because of the increased number of degrees of freedom the design of M-band wavelets is very challenging. This paper presents an algebraic approach to construct M-band orthonormal wavelet bases with perfect reconstruction by solving constraint equations. Practical computation procedures are given together with some examples.
0 references
Wavelet transforms
0 references
M-band wavelets
0 references
Perfect reconstruction
0 references
Algebraic approach
0 references
Numerical examples
0 references
Orthogonal wavelets
0 references
0 references
