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Efficient Regular Path Query Evaluation by Splitting with Unit-Subquery Cost Matrix

机译:通过单位-子查询成本矩阵拆分进行有效的常规路径查询评估

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A widely-used query on a graph is a regular path query (RPQ) whose answer is a set of tuples of nodes connected by paths corresponding to a given regular expression. Traditionally, evaluating an RPQ on a large graph takes substantial memory spaces and long response time. Recently, several studies have focused on improving response time for evaluating an RPQ by splitting an original RPQ into smaller subqueries, evaluating them in parallel and combining partial answers. In these works, how to choose split labels in an RPQ is one of key points of the performance of RPQ evaluation, and rare labels of a graph can be used as split labels. However there is still a room for improvement, because a rare label cannot guarantee the minimum evaluation cost all the time. In this paper, we propose a novel approach of selecting split labels by estimating evaluation cost of each split subquery with a unit-subquery cost matrix (USCM), which can be obtained from a graph in prior to evaluate an RPQ. USCM presents the evaluation cost of a unit-subquery which is the smallest possible subquery, and we can estimate the evaluation cost of an RPQ by decomposing into a set of unit-subqueries. Experimental results show that our proposed approach outperforms rare label based approaches.
机译:在图上广泛使用的查询是常规路径查询(RPQ),其答案是一组节点元组,这些节点的元组由与给定正则表达式相对应的路径连接。传统上,在大图上评估RPQ会占用大量内存空间和较长的响应时间。近来,一些研究集中在通过将原始RPQ分成较小的子查询,并行评估它们以及组合部分答案来改善评估RPQ的响应时间。在这些作品中,如何在RPQ中选择拆分标签是RPQ评估性能的关键点之一,图的稀有标签可以用作拆分标签。但是,仍然存在改进的空间,因为稀有标签无法始终保证最低的评估成本。在本文中,我们提出了一种通过使用单位子查询成本矩阵(USCM)估算每个拆分子查询的评估成本来选择拆分标签的新方法,该矩阵可以在评估RPQ之前从图中获得。 USCM提出了一个单位子查询的评估成本,这是最小的子查询,我们可以通过分解为一组单位子查询来估算RPQ的评估成本。实验结果表明,我们提出的方法优于基于稀有标签的方法。

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