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Dividing Traffic Sub-areas Based on a Parallel K-Means Algorithm

机译:基于并行k均值算法分开流量子区域

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摘要

In order to alleviate the traffic congestion and reduce the complexity of traffic control and management, it is necessary to exploit traffic sub-areas division which should be effective in planing traffic. Some researchers applied the K-Means algorithm to divide traffic sub-areas on the taxi trajectories. However, the traditional K-Means algorithms faced difficulties in processing large-scale Global Position System (GPS) trajectories of taxicabs with the restrictions of memory, I/O, computing performance. This paper proposes a Parallel Traffic Sub-Areas Division (PTSD) method which consists of two stages, on the basis of the Parallel K-Means (PKM) algorithm. During the first stage, we develop a process to cluster traffic sub-areas based on the PKM algorithm. Then, the second stage, we identify boundary of traffic sub-areas on the base of cluster result. According to this method, we divide traffic sub-areas of Beijing on the real-word (GPS) trajectories of taxicabs. The experiment and discussion show that the method is effective in dividing traffic sub-areas.
机译:为了减轻交通拥堵并降低交通管制和管理的复杂性,有必要利用交通子区域,在刨刨时应有效。一些研究人员将K-Means算法应用于出租车轨迹上的交通子区域。然而,传统的K-MEAS算法在加工出租车的大规模全球位置系统(GPS)轨迹时面临困难,以限制内存,I / O,计算性能。本文提出了一种并行交通子区域(PTSD)方法,其基于并行K-Means(PKM)算法的两个阶段组成。在第一阶段,我们基于PKM算法开发一个进程到群集流量子区域。然后,第二阶段,我们识别集群结果基础上的流量子区域的边界。根据这种方法,我们将北京的交通子区域分开在出租车的实际词(GPS)轨迹上。实验和讨论表明该方法在分割交通子区域方面是有效的。

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