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Vector quantization and fuzzy ranks for image reconstruction

机译:用于图像重建的矢量量化和模糊秩

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The problem of clustering is often addressed with techniques based on a Voronoi partition of the data space. Vector quantization is based on a similar principle, but it is a different technical problem. We analyze some approaches to the synthesis of a vector quantization codebook, and their similarities with corresponding clustering algorithms. We outline the role of fuzzy concepts in these algorithms, both in data representation and in training. Then we propose an alternative way to use fuzzy concepts as a modeling tool for physical vector quantization systems, Neural Gas with a fuzzy rank function. We apply this method to the problem of quality enhancement in lossy compression and reconstruction of images with vector quantization.
机译:群集问题通常通过基于数据空间的Voronoi分区的技术解决。矢量量化基于相似的原理,但这是一个不同的技术问题。我们分析了矢量量化码本的合成方法,以及它们与相应聚类算法的相似性。我们概述了模糊概念在这些算法中的作用,包括数据表示和训练。然后,我们提出了一种使用模糊概念作为物理矢量量化系统建模工具的替代方法,即具有模糊秩函数的神经气体。我们将此方法应用于有损压缩和矢量量化图像重建中的质量增强问题。

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