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Weakly Principal Component Hashing with Multiple Tables

机译:具有多个表的弱主成分散列

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Image hashing based Approximate Nearest Neighbor (ANN) searching has drawn much attention in large-scale image dataset application, where balance the precision and high recall rate is difficulty task. In this paper, we propose a weakly principal component hash method with multiple tables to encode binary codes. Analyzing the distribution of projected data on different principal component directions, we find that neighbors which are far in some principal component directions maybe near in the other directions. Therefore, we construct multiple-table hashing to search the missed positive samples by previous tables, which can improve the recall. For each table, we project data to different principal component directions to learn hashing functions. In order to improve the precision rate, neighborhood points in Euclidean space should also be neighborhoods in Hamming space. So we optimize the projected data using orthogonal matrix to preserve the structure of the data in the Hamming space. Experimental and compared with six hashing results on public datasets show that the proposed method is more effective and outperforms the state-of-the-art.
机译:基于图像哈希的近似最近邻(ANN)搜索在大型图像数据集应用程序中引起了很多关注,在该应用程序中,平衡精度和高召回率是一项艰巨的任务。在本文中,我们提出了一种具有多个表的弱主成分哈希方法来编码二进制代码。通过分析投影数据在不同主成分方向上的分布,我们发现在某些主成分方向上较远的邻居可能在其他方向上相近。因此,我们构造了多表散列以通过先前的表搜索丢失的正样本,从而可以提高召回率。对于每个表,我们将数据投影到不同的主成分方向以学习哈希函数。为了提高精度,欧几里得空间中的邻点也应该是汉明空间中的邻点。因此,我们使用正交矩阵优化投影数据,以将数据结构保留在汉明空间中。在公共数据集上进行的实验和六个散列结果的比较表明,该方法更有效并且优于最新技术。

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