New Compressed Indices for Multijoins on Graph Databases

Diego Arroyuelo, Fabrizio Barisione, Antonio Fariña, Adrián Gómez-Brandón, Gonzalo Navarro
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Abstract

A recent surprising result in the implementation of worst-case-optimal (wco) multijoins in graph databases (specifically, basic graph patterns) is that they can be supported on graph representations that take even less space than a plain representation, and orders of magnitude less space than classical indices, while offering comparable performance. In this paper we uncover a wide set of new wco space-time tradeoffs: we (1) introduce new compact indices that handle multijoins in wco time, and (2) combine them with new query resolution strategies that offer better times in practice. As a result, we improve the average query times of current compact representations by a factor of up to 13 to produce the first 1000 results, and using twice their space, reduce their total average query time by a factor of 2. Our experiments suggest that there is more room for improvement in terms of generating better query plans for multijoins.
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用于图数据库多重连接的新压缩索引
最近,在图数据库(特别是基本图模式)中实现最坏情况最优(wco)多连接的一个令人惊讶的结果是,图表示法可以支持多连接,其占用的空间甚至比普通表示法更少,比经典索引占用的空间更少,而性能却相当。在本文中,我们发现了一系列新的 wco 时空权衡:我们(1)引入了新的紧凑型索引,可以在 wco 时间内处理多连接;(2)将它们与新的查询解析策略相结合,在实践中提供更好的时间。结果是,我们将当前紧凑表示法的平均查询时间提高了 13 倍,以生成前 1000 个结果,并使用其两倍空间,将其总平均查询时间缩短了 2 倍。 我们的实验表明,在生成更好的多重连接查询计划方面,还有更大的改进空间。
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