2008Advances in MathematicsRequires access

Biorthogonal Wavelet Filters Spectral Analysis by Discrete Hyper-wavelet Transforms

Qingyun Zou, Guoqiu Wang

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Abstract

Biorthogonal wavelet filters spectrum by discrete hyper-wavelet transforms is bouned.Moreover,we give it a definite bound.Any biorthogonal wavelet filters spectrum can't inAnitely close to a open interval.We find a interval estimation.Thereby,we show any biorthogonal wavelet filters spectrum can't infinitely close to 1.

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Biorthogonal wavelet filters spectrum by discrete hyper-wavelet transforms is bouned.Moreover,we give it a definite bound.Any biorthogonal wavelet filters spectrum can't inAnitely close to a open interval.We find a interval estimation.Thereby,we show any biorthogonal wavelet filters spectrum can't infinitely close to 1.

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Available abstract

Biorthogonal wavelet filters spectrum by discrete hyper-wavelet transforms is bouned.Moreover,we give it a definite bound.Any biorthogonal wavelet filters spectrum can't inAnitely close to a open interval.We find a interval estimation.Thereby,we show any biorthogonal wavelet filters spectrum can't infinitely close to 1.

Key concepts: Biorthogonal system, Mathematics, Wavelet, Biorthogonal wavelet, Discrete wavelet transform, Wavelet packet decomposition, Lifting scheme, Wavelet transform

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