分布式时空k近邻连接

Ruiyuan Li, Rubin Wang, Junwen Liu, Zisheng Yu, Huajun He, Tianfu He, Sijie Ruan, Jie Bao, Chao Chen, F. Gu, Liang Hong, Yu Zheng
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引用次数: 3

摘要

随着定位技术的飞速发展,产生了海量的点、线、串、多边形或其混合组合等多种几何类型的时空数据。k近邻连接(kNN join)作为一种最基本但也最耗时的操作,受到了广泛的关注。然而,大多数现有的kNN连接工作要么忽略时间信息,要么只考虑点数据。本文提出了一种新颖而实用的ST-kNN连接问题,该问题同时考虑了空间紧密性和时间并发性。为了有效地支持任意几何类型的海量时空数据的ST-kNN连接,我们提出了一种基于Apache Spark的分布式解决方案。具体来说,我们的方法采用了一个两轮连接框架。在第一轮连接中,我们提出了一种新的时空分区方法,同时实现了时空局部性和负载均衡性。我们还提出了一个轻量级的索引结构,即时间范围计数索引(TRC-index),以实现高效的ST-kNN连接。在第二轮join中,为了减少不同机器之间的数据传输,我们在对局部结果进行变换之前,基于时空参考点去除重复项。使用三个真实的大数据集进行了大量的实验,表明我们的方法具有更高的可扩展性,并且比基线快9倍。部署了一个演示系统并发布了源代码。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Distributed Spatio-Temporal k Nearest Neighbors Join
The rapid development of positioning technology produces an extremely large volume of spatio-temporal data with various geometry types such as point, line string, polygon, or a mixed combination of them. As one of the most basic but time-consuming operations, k nearest neighbors join (kNN join) has attracted much attention. However, most existing works for kNN join either ignore temporal information or consider point data only. This paper proposes a novel and useful problem, i.e., ST-kNN join, which considers both spatial closeness and temporal concurrency. To support ST-kNN join over a huge amount of spatio-temporal data with any geometry types efficiently, we propose a novel distributed solution based on Apache Spark. Specifically, our method adopts a two-round join framework. In the first round join, we propose a new spatio-temporal partitioning method that achieves spatio-temporal locality and load balance at the same time. We also propose a lightweight index structure, i.e., Time Range Count Index (TRC-index), to enable efficient ST-kNN join. In the second round join, to reduce the data transmission among different machines, we remove duplicates based on spatio-temporal reference points before shuffling local results. Extensive experiments are conducted using three real big datasets, showing that our method is much more scalable and achieves 9X faster than baselines. A demonstration system is deployed and the source code is released.
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