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Boosting the Permutation Based Index for Proximity Searching

机译:提升基于排列的索引以进行邻近搜索

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Proximity searching consists in retrieving objects out of a database similar to a given query. Nowadays, when multimedia databases are growing up, this is an elementary task. The permutation based index (PBI) and its variants are excellent techniques to solve proximity searching in high dimensional spaces, however they have been surmountable in low dimensional ones. Another PBI's drawback is that the distance between permutations cannot allow to discard elements safely when solving similarity queries. In the following, we introduce an improvement on the PBI that allows to produce a better promissory order using less space than the basic permutation technique and also gives us information to discard some elements. To do so, besides the permutations, we quantize distance information by defining distance rings around each permutant, and we also keep this data. The experimental evaluation shows we can dramatically improve upon specialized techniques in low dimensional spaces. For instance, in the real world dataset of NASA images, our boosted PBI uses up to 90% less distances evaluations than AESA's, the state-of-the-art searching algorithm with the best performance in this particular space.
机译:邻近搜索包括从数据库中检索对象,类似于给定查询。如今,随着多媒体数据库的发展,这是一项基本任务。基于置换的索引(PBI)及其变体是解决高维空间中的邻近搜索的出色技术,但是在低维空间中它们已经可以克服。 PBI的另一个缺点是,排列之间的距离无法解决相似性查询时安全地丢弃元素。在下文中,我们介绍了PBI的改进,它允许使用比基本排列技术更少的空间来产生更好的期票订单,还为我们提供了丢弃某些元素的信息。为此,除了排列之外,我们还通过在每个排列周围定义距离环来量化距离信息,并保留此数据。实验评估表明,我们可以极大地改进低维空间中的专门技术。例如,在真实的NASA图像数据集中,我们提升的PBI所使用的距离评估比AESA少90%,而AESA是在此特定空间中具有最佳性能的最先进的搜索算法。

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