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首页> 外文期刊>Mobile Computing, IEEE Transactions on >Road-Network Aware Trajectory Clustering: Integrating Locality, Flow, and Density
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Road-Network Aware Trajectory Clustering: Integrating Locality, Flow, and Density

机译:道路网络感知轨迹聚类:集成位置,流量和密度

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Mining trajectory data has been gaining significant interest in recent years. However, existing approaches to trajectory clustering are mainly based on density and Euclidean distance measures. We argue that when the utility of spatial clustering of mobile object trajectories is targeted at road-network aware location-based applications, density and Euclidean distance are no longer the effective measures. This is because traffic flows in a road network and the flow-based density characterization become important factors for finding interesting trajectory clusters. We propose NEAT–a road-network aware approach for fast and effective clustering of trajectories of mobile objects traveling in road networks. Our approach carefully considers the traffic characterized by the physical constraints of the road network, the traffic among consecutive road segments, and the flow-based to organize trajectories into spatial clusters in a comprehensive three-phase clustering framework. NEAT discovers spatial clusters as groups of sub-trajectories which describe both dense and highly continuous flows of mobile objects. We perform extensive experiments with mobility traces generated using different scales of real road networks. Experimental results demonstrate the flexibility of the NEAT system and show that NEAT is highly accurate and runs orders of magnitude faster than existing density-based trajectory clustering approaches.
机译:近年来,采矿轨迹数据引起了人们的极大兴趣。但是,现有的轨迹聚类方法主要基于密度和欧几里得距离度量。我们认为,当移动对象轨迹的空间聚类的实用程序针对基于路网的基于位置的应用程序时,密度和欧几里得距离不再是有效的措施。这是因为交通在道路网络中流动以及基于流量的密度表征成为找到有趣的轨迹簇的重要因素。我们提出NEAT –一种道路网络感知方法,用于快速有效地聚集在道路网络中移动的对象的轨迹。我们的方法仔细考虑了以路网的物理约束为特征的交通,连续路段之间的交通以及基于流量的,在综合的三阶段聚类框架中将轨迹组织成空间集群的方法。 NEAT发现空间簇是子轨迹的组,这些子轨迹描述了移动物体的密集和高度连续流动。我们对使用不同比例的真实道路网络生成的移动性轨迹进行了广泛的实验。实验结果证明了NEAT系统的灵活性,并且表明NEAT的准确性很高,并且比现有的基于密度的轨迹聚类方法运行快几个数量级。

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