论文标题

有效的轨迹压缩和范围查询处理

Efficient Trajectory Compression and Range Query Processing

论文作者

Yin, Hongbo, Gao, Hong, Wang, Binghao, Li, Sirui, Li, Jianzhong

论文摘要

如今,在收集,传输和存储巨大轨迹数据的各种设备中,GPS传感器无处不在。但是,这种前所未有的GPS数据规模不仅对有效的存储机制,而且对有效的查询机制提出了紧迫的需求。在线模式下的线条简化,将其作为主流轨迹压缩方法进行切割,在攻击此问题方面起着重要作用。但是对于现有算法,它们的时间成本非常高,或者压缩后的准确性损失是完全无法接受的。为了攻击此问题,我们提出了基于错误限制的$ε\ _ $区域轨迹压缩(简称ROCE),这在精度损失,时间成本和压缩率之间取得了最佳平衡。该范围查询是分析轨迹的原始但非常重要的操作。每个轨迹通常都被视为一系列离散点,在大多数先前的工作中,判断轨迹与查询区域重叠在一起。在结果集中可能缺少许多轨迹。为了解决这个问题,在本文中,提出了基于概率和有效范围查询处理算法RQC的新标准。此外,还提供了有效的索引\ emph {ASP \ _tree}和许多新型技术,以加速轨迹压缩和范围查询的处理。在多个实际数据集上进行了广泛的实验,结果证明了我们方法的卓越性能。

Nowadays, there are ubiquitousness of GPS sensors in various devices collecting, transmitting and storing tremendous trajectory data. However, such an unprecedented scale of GPS data has posed an urgent demand for not only an effective storage mechanism but also an efficient query mechanism. Line simplification in online mode, searving as a mainstream trajectory compression method, plays an important role to attack this issue. But for the existing algorithms, either their time cost is extremely high, or the accuracy loss after the compression is completely unacceptable. To attack this issue, we propose $ε\_$Region based Online trajectory Compression with Error bounded (ROCE for short), which makes the best balance among the accuracy loss, the time cost and the compression rate. The range query serves as a primitive, yet quite essential operation on analyzing trajectories. Each trajectory is usually seen as a sequence of discrete points, and in most previous work, a trajectory is judged to be overlapped with the query region R iff there is at least one point in this trajectory falling in R. But this traditional criteria is not suitable when the queried trajectories are compressed, because there may be hundreds of points discarded between each two adjacent points and the points in each compressed trajectory are quite sparse. And many trajectories could be missing in the result set. To address this, in this paper, a new criteria based on the probability and an efficient Range Query processing algorithm on Compressed trajectories RQC are proposed. In addition, an efficient index \emph{ASP\_tree} and lots of novel techniques are also presented to accelerate the processing of trajectory compression and range queries obviously. Extensive experiments have been done on multiple real datasets, and the results demonstrate superior performance of our methods.

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