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Fast exact shortest-path distance queries on large networks by pruned landmark labeling

机译:修剪标志标签的大型网络上快速确切的最短路径距离查询

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摘要

We propose a new exact method for shortest-path distance queries onlarge-scale networks. Our method precomputes distance labels for vertices byperforming a breadth-first search from every vertex. Seemingly too obvious andtoo inefficient at first glance, the key ingredient introduced here is pruningduring breadth-first searches. While we can still answer the correct distancefor any pair of vertices from the labels, it surprisingly reduces the searchspace and sizes of labels. Moreover, we show that we can perform 32 or 64breadth-first searches simultaneously exploiting bitwise operations. Weexperimentally demonstrate that the combination of these two techniques isefficient and robust on various kinds of large-scale real-world networks. Inparticular, our method can handle social networks and web graphs with hundredsof millions of edges, which are two orders of magnitude larger than the limitsof previous exact methods, with comparable query time to those of previousmethods.
机译:我们提出了一种新的精确方法,可用于最短路径距离查询onlarge-Scale Networks。我们的方法预先计算了顶点的距离标签,以便从每个顶点形成宽度的宽度搜索。似乎太明显的安特罗乍一看效率低下,这里介绍的关键成分是撬动宽度第一的搜索。虽然我们仍然可以回答从标签的任何一对顶点的正确距离,但它令人惊讶地减少了标签的搜索空间和大小。此外,我们表明我们可以同时执行32或64架首先搜索的搜索位操作。 Weexperimentally证明这两种技术的组合在各种大规模现实网络上的效率和强大。 inparticular,我们的方法可以处理具有数百万边的社交网络和Web图,这些边缘是比以前的精确方法的限制大的两个数量级,具有与之前的方法相当的查询时间。

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