In wavelet applications, it is often required that the associated scaling function has advantages such as compact support, orthogonality, linear phase, regularity and interpolation. In the two- and three-bend cases. t...
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In wavelet applications, it is often required that the associated scaling function has advantages such as compact support, orthogonality, linear phase, regularity and interpolation. In the two- and three-bend cases. these advantages are incompatible. A novel approach is proposed far designing five-band scalingfunctions that simultaneously provide the above five advantages, and several interesting examples are presented.
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