Hexagonal Qmf Banks and Wavelets Hexagonal Qmf Banks and Wavelets
نویسندگان
چکیده
منابع مشابه
New algorithm for QMF banks design and its application in speech compression using DWT
This paper presents a new algorithm for designing Quadrature Mirrors Filters (QMF) banks using windowing techniques. In the proposed algorithm the cut off frequency of the prototype filters is iteratively varied such that the perfect reconstruction at frequency (ω=0.5π) in ideal condition is approximately equal to 0.707. The designed QMF banks are used as mother wavelet for speech compression a...
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This paper studies the construction of highly symmetric compactly supported wavelets for hexagonal data/image and triangle surface multiresolution processing. Recently hexagonal image processing has attracted attention. Compared with the conventional square lattice, the hexagonal lattice has several advantages, including that it has higher symmetry. It is desirable that the filter banks for hex...
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This paper concerns the construction of highly symmetric compactly supported wavelets for hexagonal data/image and triangle surface multiresolution processing. Recently hexagonal image processing has attracted attention. Compared with the conventional square lattice, the hexagonal lattice has several advantages, including that it has higher symmetry. It is desirable that the filter banks for he...
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The hexagonal lattice was proposed as an alternative method for image sampling. The hexagonal sampling has certain advantages over the conventionally used square sampling. Hence, the hexagonal lattice has been used in many areas. A hexagonal lattice allows √ 3, dyadic and √ 7 refinements, which makes it possible to use the multiresolution (multiscale) analysis method to process hexagonally samp...
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Quadrature Mirror Filter (QMF) banks have been used in a variety of one-dimensional signal processing applications, and have been applied separably in two dimensions. As with most one-dimensional filters, separable extension to multiple dimensions produces a transform in which the orientation selectivity of some of the high-pass filters is poor. We describe generalized non-separable extensions ...
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