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EFFICIENT SEARCH SUPPORTING SEVERAL SIMILARITY QUERIES BY REORDERING PIVOTS

机译:高效搜索通过重新排序枢轴来支持多个相似性查询

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Effective similarity search indexing in general metric spaces has traditionally received special attention in several areas of interest like pattern recognition, computer vision or information retrieval. A typical method is based on the use of a distance as a dissimilarity function (not restricting to Euclidean distance) where the main objective is to speed up the search of the most similar object in a database by minimising the number of distance computations. Several types of search can be defined, being the k-nearest neighbour or the range search the most common.AESA is one of the most well known of such algorithms due to its performance (measured in distance computations). PiAESA is an AESA variant where the main objective has changed. Instead of trying to find the best nearest neighbour candidate at each step, it tries to find the object that contributes the most to have a bigger lower bound function, that is, a better estimation of the distance.In this paper we extend and test PiAESA to support several similarity queries. Our empirical results show that this approach obtains a significant improvement in performance when comparing with competing algorithms.
机译:一般度量空间中的有效相似性搜索索引传统上在模式识别,计算机视觉或信息检索等几个感兴趣的区域中受到特别关注。典型方法基于使用距离作为不同函数的距离(不限制欧几里德距离),其中主要目的是通过最小化距离计算的数量来加速数据库中最相似的对象的搜索。可以定义几种搜索,是k最近邻居或最常见的邻居搜索是最常见的.AESA是由于其性能(在距离计算中测量)而众所周知的这种算法之一。 Piaesa是一个AESA变体,主要目标发生了变化。而不是尝试在每个步骤中找到最好的最近邻居候选者,它试图找到有助于具有更大的下限功能的对象,即更好地估计距离。在本文中,我们延伸和测试Piaesa支持几个相似性查询。我们的经验结果表明,当与竞争算法比较时,该方法在比较时的性能显着提高。

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