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How to complete paraunitary filter banks and simultaneously preserve linear phase?

, and . ICASSP (2), page 993-996. IEEE, (2004)

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Dyadic-based structure for regular biorthogonal filter banks with linear phase., , and . ICASSP (2), page 985-988. IEEE, (2004)M-channel lifting factorization of perfect reconstruction filter banks and reversible M-band wavelet transforms., and . IEEE Trans. Circuits Syst. II Express Briefs, 50 (12): 963-976 (2003)M-channel lifting-based design of paraunitary and biorthogonal filter banks with structural regularity., , and . ISCAS (4), page 221-224. IEEE, (2003)Multiplierless approximation of transforms using lifting scheme and coordinate descent with adder constraint., , , , and . ICASSP, page 3136-3139. IEEE, (2002)Characterization of regular linear-phase paraunitary filter banks using dyadic-based structures., , and . ISCAS (3), page 185-8. IEEE, (2004)On completion of M-channel perfect reconstruction filter banks with prescribed admissible FIR scaling filter., and . ISCAS (3), page 177-180. IEEE, (2004)How to complete paraunitary filter banks and simultaneously preserve linear phase?, and . ICASSP (2), page 993-996. IEEE, (2004)M-channel lifting structure for unimodular filter bank., , , and . ISCAS (3), page 193-196. IEEE, (2004)Dyadic-based factorizations for regular paraunitary filter banks image coding examples., , and . ICASSP (2), page 965-968. IEEE, (2004)Lapped unimodular transforms: lifting factorization and structural regularity., , , and . IEEE Trans. Signal Process., 54 (3): 921-931 (2006)