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- Binomial_QMF abstract "A binomial QMF – properly an orthonormal binomial quadrature mirror filter – is an orthogonal wavelet developed in 1990.The binomial QMF bank with perfect reconstruction (PR) was designed by Ali Akansu, et al. published in 1990, using the family of binomial polynomials for subband decomposition of discrete-time signals.Akansu and his fellow authors also showed that these binomial-QMF filters are identical to the wavelet filters designed independently by Ingrid Daubechies from compactly supported orthonormal wavelet transform perspective in 1988 (Daubechies wavelet). Later, it was shown that the magnitude square functions of low-pass and high-pass binomial-QMF filters are the unique maximally flat functions in a two-band PR-QMF design framework.".
- Binomial_QMF wikiPageExternalLink DaubechiesWaveletFilter.html.
- Binomial_QMF wikiPageExternalLink s1.htm.
- Binomial_QMF wikiPageID "14978130".
- Binomial_QMF wikiPageRevisionID "501275466".
- Binomial_QMF hasPhotoCollection Binomial_QMF.
- Binomial_QMF subject Category:Orthogonal_wavelets.
- Binomial_QMF type Abstraction100002137.
- Binomial_QMF type Event100029378.
- Binomial_QMF type Happening107283608.
- Binomial_QMF type Movement107309781.
- Binomial_QMF type OrthogonalWavelets.
- Binomial_QMF type PsychologicalFeature100023100.
- Binomial_QMF type Ripple107344663.
- Binomial_QMF type Wave107352190.
- Binomial_QMF type YagoPermanentlyLocatedEntity.
- Binomial_QMF comment "A binomial QMF – properly an orthonormal binomial quadrature mirror filter – is an orthogonal wavelet developed in 1990.The binomial QMF bank with perfect reconstruction (PR) was designed by Ali Akansu, et al.".
- Binomial_QMF label "Binomial QMF".
- Binomial_QMF sameAs m.03h3jmd.
- Binomial_QMF sameAs Q4914486.
- Binomial_QMF sameAs Q4914486.
- Binomial_QMF sameAs Binomial_QMF.
- Binomial_QMF wasDerivedFrom Binomial_QMF?oldid=501275466.
- Binomial_QMF isPrimaryTopicOf Binomial_QMF.