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Fast nearest neighbor retrieval using randomized binary codes and approximate Euclidean distance

机译:使用随机二进制码和近似欧几里得距离快速进行最近邻检索

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This paper investigates the use of binary codes in fast nearest neighbor retrieval for multi-dimensional dataset. The proposed method is based on a relation between the Euclidean distance and the Hamming distance between binary codes obtained from random projections of the two vectors. This relation allows approximating multi-dimensional Euclidean distance rapidly. The accuracy of the proposed approximation depends mainly on the length of the binary codes and not on the dimension of the input vector. Experimental results show that the proposed method yields an accurate approximation of the true distance. Fast search technique using the proposed distance is also presented. This technique is compared to other existing search methods. The experimental results are promising.
机译:本文研究了二维码在多维数据集快速最近邻检索中的使用。所提出的方法基于从两个向量的随机投影获得的二进制代码之间的欧几里德距离与汉明距离之间的关系。该关系允许快速近似多维欧几里得距离。提出的近似值的精度主要取决于二进制代码的长度,而不取决于输入向量的尺寸。实验结果表明,所提出的方法能够准确逼近真实距离。还提出了使用建议距离的快速搜索技术。将该技术与其他现有搜索方法进行了比较。实验结果很有希望。

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