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Continuous Intersection Joins Over Moving Objects

机译:连续交叉路口加入移动物体

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The continuous intersection join query is computationally expensive yet important for various applications on moving objects. No previous study has specifically addressed this query type. We can adopt a naive algorithm or extend an existing technique (TP-Join) to process the query. However, they compute the answer for either too long or too short a time interval, which results in either a very large computation cost per object update or too frequent answer updates, respectively. This motivates us to optimize the query processing in the time dimension. In this study, we achieve this optimization by introducing the new concept of time-constrained (TC) processing. Further, TC processing enables a set of effective improvement techniques on traditional intersection join algorithms. With a thorough experimental study, we show that our algorithm outperforms the best adapted existing solution by several orders of magnitude.
机译:连续交叉口连接查询是计算昂贵的昂贵,但对于移动物体上的各种应用来说是重要的。以前没有专门寻址此查询类型。我们可以采用幼稚算法或扩展现有技术(TP-Join)来处理查询。但是,它们将答案计算太长或太短的时间间隔,这导致每个对象更新的计算成本非常大或过于频繁的答案更新。这使我们能够在时间尺寸下优化查询处理。在这项研究中,我们通过引入时间约束(TC)处理的新概念来实现这种优化。此外,TC处理使得传统交叉协调算法上的一组有效的改进技术。通过彻底的实验研究,我们表明我们的算法优于最佳调整的现有解决方案,通过几个数量级。

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