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Fast Approximate Nearest Neighbor Search via k-Diverse Nearest Neighbor Graph

机译:快速近似邻近邻近邻近邻居搜索

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Approximate nearest neighbor search is a fundamental problem and has been studied for a few decades. Recently graph-based indexing methods have demonstrated their great efficiency, whose main idea is to construct neighborhood graph offline and perform a greedy search starting from some sampled points of the graph online. Most existing graph-based methods focus on either the precise k-nearest neighbor (k-NN) graph which has good exploitation ability, or the diverse graph which has good exploration ability. In this paper, we propose the k-diverse nearest neighbor (k-DNN) graph, which balances the precision and diversity of the graph, leading to good exploitation and exploration abilities simultaneously. We introduce an efficient indexing algorithm for the construction of the k-DNN graph inspired by a well-known diverse ranking algorithm in information retrieval (IR). Experimental results show that our method can outperform both state-of-the-art precise graph and diverse graph methods.
机译:近似最近邻的搜索是一个基本问题,已经研究过几十年。 最近,基于图形的索引方法已经证明了它们的效率,其主要思想是从在线图形的某些采样点开始脱机并执行贪婪搜索。 大多数现有的基于图形的方法侧重于具有良好的开发能力的精确k最近邻(K-NN)图,或具有良好勘探能力的不同图形。 在本文中,我们提出了K-多样的最近邻(K-DNN)图,该图余额平衡了图表的精度和多样性,导致良好的开发和勘探能力同时。 我们介绍了一种高效的索引算法,用于构建受众所周知的不同排名算法的K-DNN图,在信息检索(IR)中的众所周知的等级算法。 实验结果表明,我们的方法可以优于最先进的精确图和多样的图形方法。

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