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SVD-Based Hierarchical Algorithm for Similarity Indexing in Quadratic Form Distance Space

机译:二次距离空间中基于SVD的相似性索引分层算法

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Search based on content similarity in large multimedia library is essentially K-nearest neighbor search in high-dimensional feature spaces. In order to address the main issue influencing the real time property of similarity search for quadratic form distance -high dimension, this paper presents a hierarchical similarity indexing algorithm based on SVD (Singular Value Decomposition) technology, which first does considerably cheap approximate searching in the most significant subspace determined by SVD of the similarity matrix for quadratic form distance function based on similarity indexing structure, and then does linear exact searching in the full high-dimensional feature space on the results filtering through the first step. Experiments on a large (size> 10,000) indexable image database demonstrate the effectiveness and efficiency of our approach even in high dimensions such as 512 and 256.
机译:大型多媒体库中基于内容相似性的搜索本质上是高维特征空间中的K近邻搜索。为了解决影响二次距离-高维相似度搜索实时性的主要问题,本文提出了一种基于SVD(奇异值分解)技术的层次相似度索引算法,该算法首先在SVD中进行相当便宜的近似搜索。由基于相似性索引结构的二次形式距离函数的相似性矩阵的SVD确定的最高有效子空间,然后在第一步中对结果过滤的整个高维特征空间中进行线性精确搜索。在大型(大小大于10,000)可索引图像数据库上进行的实验证明了我们的方法的有效性和效率,即使在512和256等高维度上也是如此。

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