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Vector quantization clustering using lattice growing search

机译:使用晶格生长搜索的矢量量化聚类

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In this paper we introduce a non-iterative algorithm for vector quantization clustering based on the efficient search for the two clusters whose merging gives the minimum distortion increase. The search is performed within the A'-dimensional cells of a lattice having a generating matrix that changes from one step of the algorithm to another. The generating matrix is modified gradually so that the lattice cells grow in volume, allowing the search of the two closest clusters in an enlarged neighborhood. We call this algorithm Lattice Growing Search (LGS) clustering. Preliminary results on 512 × 512 images encoded at 0.5 bits/pixel showed that the LGS technique can produce codebooks of similar quality in less than 1/10 of the time required by the LBG algorithm [9].
机译:在本文中,我们基于有效地搜索合并后失真最小的两个聚类,介绍了一种用于矢量量化聚类的非迭代算法。该搜索在具有生成矩阵的晶格的A'维单元内执行,该生成矩阵从算法的一个步骤更改为另一个步骤。生成矩阵逐渐修改,以使晶格单元的体积增长,从而可以在扩大的邻域中搜索两个最接近的簇。我们称此算法为“格点增长搜索”(LGS)聚类。对以0.5位/像素编码的512×512图像的初步结果表明,LGS技术可在不到LBG算法所需时间的1/10的情况下产生类似质量的码本[9]。

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