Perfect Reconstruction Filter Banks for the Hexagon Grid

J. Allen
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引用次数: 14

Abstract

We introduce two new perfect reconstruction (P.R.) decompositions for signals on a hexagon lattice. One is an orthogonal compaction (coding) transform similar to that used in the Simoncelli-Adelson quadtree pyramid, but with perfect reconstruction and compact integer-valued filters. The other is a 3-ary "blurring" filter bank which has a perfect inverse ("sharpening") filter bank. Each example filter bank has better properties than other banks proposed for the hexagon grid, and, it would seem, better properties than any possible comparable filter bank for the square grid
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完美的六边形网格重建滤波器组
介绍了六边形晶格上信号的两种新的完全重构分解方法。一种是正交压缩(编码)变换,类似于simmoncelli - adelson四叉树金字塔中使用的变换,但具有完美的重构和紧凑的整数值滤波器。另一个是一个3-ary“模糊”滤波器组,它有一个完美的逆(“锐化”)滤波器组。每个示例滤波器组都比针对六边形网格提出的其他滤波器组具有更好的特性,并且似乎比任何可能的针对方形网格的可比滤波器组具有更好的特性
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