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P. Heller, "The construction of rank M wavelet matrices with N vanishing moments," Tech. Rep. AD940123, Aware Inc., Cambridge, MA 02142, 1994.

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M-Band Multiwavelet Systems - Fernandes, Burrus (2002)   (Correct)

....is the urgent need to prefilter data due to spectral imbalance in the multifilter banks [10, 11, 12] Lebrun et al. 13] and Selesnick [14] circumvent the prefiltering problem by designing balanced multiwavelets. M Band wavelet systems have also been the focus of several recent investigations [15, 16, 17, 18]. Noteworthy advantages of M band wavelet systems over two band wavelet systems are their richer parameter space leading to a greater variety of compactly supported wavelets that are practically implementable, and their ability to more rapidly achieve a given frequency resolution as a function of ....

P. Heller, "The construction of rank M wavelet matrices with N vanishing moments," Tech. Rep. AD940123, Aware Inc., Cambridge, MA 02142, 1994.


Exact Interpolation and Iterative Subdivision Schemes - Cormac Herley (1995)   (2 citations)  (Correct)

.... appears in [23] An excellent text on continuous time interpolation is [24] Relations between polynomial interpolation and wavelets are explored in [25, 26] Starting from the point of view of the construction of M channel filter banks with certain regularity properties, recent work by Heller [27, 28, 29] produces interpolators that are the same as those designed in Section 3.3.1. The outline of the paper is as follows. In Section 2 we derive the necessary and sufficient conditions under which a discrete time signal can be exactly interpolated from one of its M phase components. In Section 3 we ....

P. N. Heller, "The construction of rank M wavelet matrices with N vanishing moments," SIAM J. Matrix Anal. and Appl., 1993. Submitted.


M-Band Multiwavelet Systems - Felix Fernandes And   (Correct)

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P. Heller, "The construction of rank M wavelet matrices with N vanishing moments," Tech. Rep. AD940123, Aware Inc., Cambridge, MA 02142, 1994.

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