SLUGGER: Lossless Hierarchical Summarization of Massive Graphs
Kyuhan Lee, Jihoon Ko, and Kijung Shin

TL;DR
SLUGGER introduces a hierarchical graph summarization method that leverages the structure of large graphs for lossless compression, outperforming existing methods in effectiveness, speed, and scalability.
Contribution
It proposes a novel hierarchical graph model and a scalable heuristic, SLUGGER, for lossless graph summarization that exploits hierarchical structures for improved compression.
Findings
Achieves up to 29.6% more concise summaries than state-of-the-art methods.
Can summarize graphs with 0.8 billion edges in a few hours.
Scales linearly with the number of edges, demonstrating high scalability.
Abstract
Given a massive graph, how can we exploit its hierarchical structure for concisely but exactly summarizing the graph? By exploiting the structure, can we achieve better compression rates than state-of-the-art graph summarization methods? The explosive proliferation of the Web has accelerated the emergence of large graphs, such as online social networks and hyperlink networks. Consequently, graph compression has become increasingly important to process such large graphs without expensive I/O over the network or to disk. Among a number of approaches, graph summarization, which in essence combines similar nodes into a supernode and describe their connectivity concisely, protrudes with several advantages. However, we note that it fails to exploit pervasive hierarchical structures of real-world graphs as its underlying representation model enforces supernodes to be disjoint. In this…
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Taxonomy
TopicsComplex Network Analysis Techniques · Graph Theory and Algorithms · Advanced Graph Neural Networks
