Efficient Reachability Ratio Computation for 2-hop Labeling Scheme
Junfeng Zhou, Xian Tang, Ming Du

TL;DR
This paper introduces an efficient method to compute the reachability ratio for partial 2-hop labels in graphs, aiding in deciding their suitability for reachability queries, with extensive experiments validating its effectiveness.
Contribution
We propose an incremental-partition algorithm for fast reachability ratio computation, helping users determine the effectiveness of partial 2-hop labels for specific graphs.
Findings
The algorithm efficiently computes reachability ratios across various graphs.
Partial 2-hop labels can significantly improve query performance in suitable graphs.
Experimental results guide the decision to use partial 2-hop labels for reachability queries.
Abstract
As one of the fundamental graph operations, reachability queries processing has been extensively studied during the past decades. Many approaches followed the line of designing 2-hop labels to make acceleration. Considering that the index size cannot be bounded when using all nodes to construct 2-hop labels, researchers proposed to use a part of important nodes to construct 2-hop labels (partial 2-hop labels) to cover as much reachability information as possible. Then, we may achieve better query performance with limited index size and index construction time. However, partial 2-hop labels do not always perform well on different graphs. In this paper, we focus on the problem of how to efficiently compute reachability ratio, such that to help users determine whether partial 2-hop labels should be used to answer reachability queries for the given graph. Intuitively, reachability ratio…
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Taxonomy
TopicsData Management and Algorithms · Advanced Database Systems and Queries · Complexity and Algorithms in Graphs
