A Novel Lattice Structure of M-Channel Paraunitary Filter Banks
Masaaki Ikehara, Yuhiro Kobayashi
Abstract
Masaaki Ikehara, Yuhiro Kobayashi
Abstract
In this paper, we present a novel lattice structure of M-channel paraunitary filter banks. M-channel paraunitary filter banks without imposing the linear phase constraint outperform the linear phase paraunitary filter banks in image coding. Removing the redundancy of the lattice structure in filter banks, the complete and minimal structure is derived. Based on this structure, the pairwise mirror-image filter banks are also derived by restricting the rotation angles. Finally we show some examples to validate the proposed method.
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In this paper, we present a novel lattice structure of M-channel paraunitary filter banks. M-channel paraunitary filter banks without imposing the linear phase constraint outperform the linear phase paraunitary filter banks in image coding. Removing the redundancy of the lattice structure in filter banks, the complete and minimal structure is derived. Based on this structure, the pairwise mirror-image filter banks are also derived by restricting the rotation angles. Finally we show some examples to validate the proposed method.
Key concepts: Filter bank, Lattice (music), Filter (signal processing), Redundancy (engineering), Algorithm, Linear phase, Mathematics, Computer science