矢量量化的二叉搜索树

A. Lowry, Sqama Hossain, W. Millar
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引用次数: 25

摘要

本文提出了一种基于k-d二叉树的数据结构,大大降低了全搜索矢量量化器的搜索复杂度,而信噪比的下降可以忽略不计。对于维度为k,大小为N的码本,搜索复杂度风险为+ O(\logN)而不是N。该结构的特殊特征是(1)在编码之前使用旋转变换,(2)由于k-d树的简单结构,设计算法的计算效率很高。
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Binary search trees for vector quantisation
This paper presents a data structure based on the k-d binary tree which substantially reduces the search complexity of a full search vector quantiser with negligible degradation in signal-to-noise ratio. The search complexity isk + O(\logN)rather than N for a codebook of dimension k and size N. Special features of the structure are (1) the use of a rotational transform prior to encoding and (2) the computational efficiency of the design algorithm due to the simple structure of the k-d tree.
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