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The introduction to this article provides insufficient context for those unfamiliar with the subject. Please help improve the article with a good introductory style. (January 2008) Orthonormal binomial quadrature mirror filter (binomial-QMF) bank with perfect reconstruction (PR) was designed by Ali Akansu, et al. in 1990 using discrete-time binomial polynomials. They 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. External links A.N. Akansu, An Efficient QMF-Wavelet Structure (Binomial-QMF Daubechies Wavelets), Proc. 1st NJIT Symposium on Wavelets, April 1990 Daubechies Wavelet Filter 1st NJIT Symposium on Wavelets (April 30, 1990) (First Wavelets Conference in USA) A.N. Akansu, R.A. Haddad and H. Caglar, The Binomial QMF-Wavelet Transform for Multiresolution Signal Decomposition, IEEE Trans. Signal Processing, pp. 13-19, Jan. 1993