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On the McClellan transformation of 1-D even-length linear phase filterbanks
journal contributionposted on 1999-07-01, 00:00 authored by David TayDavid Tay
It was recently shown by Wei et al. that by applying the extended McClellan transformation on one-dimensional (1-D) even-length linear phase perfect reconstruction (PR) filterbanks (FB's), the resulting multidimensional (M-D) FB does not have the PR property. The two types of extended McClellan transformation that was considered in were originally proposed by Mersereau et al. and Karam, respectively, for the design of single filters. We shall show in this letter that by using a different type of transformation, PR can indeed be preserved in the M-D FB. A new class of transformation that achieves PR will be presented. Furthermore, by choosing an appropriate transformation the M-D filters will have linear phase.