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Efficient Top-k Shortest-Path Distance Queries on Large Networks by Pruned Landmark Labeling

机译:由修剪的地标贴标有效地对大型网络的高效Top-K最短路径距离查询

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We propose an indexing scheme for top-k shortest-path distance queries on graphs, which is useful in a wide range of important applications such as network-aware searches and link prediction. While many efficient methods for answering standard (top-1) distance queries have been developed, none of these methods are directly extensible to top-k distance queries. We develop a new framework for top-k distance queries based on 2-hop cover and then present an efficient indexing algorithm based on the recently proposed pruned landmark labeling scheme. The scalability, efficiency and robustness of our method is demonstrated in extensive experimental results. Moreover, we demonstrate the usefulness of top-k distance queries by applying them to link prediction, the most fundamental graph problem in the AI and Web communities.
机译:我们提出了一个关于图形上的Top-K最短路径距离查询的索引方案,这在广泛的重要应用中是有用的,例如网络感知搜索和链路预测。虽然已经开发出许多用于应答标准(Top-1)距离查询的有效方法,但这些方法都没有直接伸展到Top-K距离查询。我们为基于2跳盖的Top-K距离查询开发了一个新的框架,然后基于最近提出的修剪标志标记方案提出了一种高效的索引算法。我们方法的可扩展性,效率和稳健性在广泛的实验结果中证明。此外,我们通过将它们应用于链接预测,是AI和Web社区中最基本的图表问题来证明Top-K距离查询的有用性。

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