L-reach: A vertex set cover approach to regular expression-based reachability queries

Yifei Zhang, Guoren Wang, Changkuan Zhao, Ende Zhang
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Abstract

It is very common that we can find edge-labeled graphs in many applications. And one of the most important issues is regular expression-based reachability query, i.e., to test if one vertex u has a path to another vertex v and the path labels are constrained by a regular expression. Exiting indices for processing classic reachability queries are not fit for processing this kind of operation. In this paper, we study the problem of constructing a new index framework to preserve the path label information for edge-labeled graphs in acceptable size. Our index is based on the concept of minimum vertex cover approximation. We also give the algorithm for regular expression-based queries. The experimental results on real and synthetic datasets show that our algorithm is more efficient than the state-of-the-art methods in time and space.
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L-reach:用于基于正则表达式的可达性查询的顶点集覆盖方法
在许多应用程序中,我们可以发现边缘标记图是非常常见的。其中最重要的问题之一是基于正则表达式的可达性查询,即测试一个顶点u是否有到另一个顶点v的路径,并且路径标签受到正则表达式的约束。用于处理经典可达性查询的现有索引不适合处理此类操作。在本文中,我们研究了在可接受的大小下,构造一个新的索引框架来保存边缘标记图的路径标记信息的问题。我们的索引是基于最小顶点覆盖近似的概念。我们还给出了基于正则表达式的查询的算法。在真实和合成数据集上的实验结果表明,我们的算法在时间和空间上都比目前最先进的方法更有效。
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