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Mining K primary corridors from vehicle GPS trajectories on a road network based on traffic flow

机译:根据交通流量从道路网络上的车辆GPS轨迹挖掘K条主要走廊

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Given a set of GPS trajectories on a road network and a specified number of k, the K-Primary-Corridors(KPC) problem aims to find k trajectories as primary corridors so that the overall distance from all trajectories to their closest primary corridors is minimized. It is important for the applications such as optimization of transportation network, greener travel and disaster rescue. However, many of the existing algorithms of primary corridors are based on geometric space, and the value of practical application is low. Although some are based on network space, they randomly select k primary corridors or ideally set the weights of each side of the road network to 1 before computing. This not only reduces the accuracy of the results, but may also increase the computational complexity. This paper proposes the k-primary-corridors algorithm based on traffic flow on a road network. Firstly, the algorithm initializes the k primary corridors based on the traffic flow and the distance between the trajectories. Secondly, according to the actual traffic conditions, each side of the road network is given a reasonable weight. Finally, we use adjacency list to store the structure of road network graph and the lower bound filtering algorithm and the Dijkstra algorithm based on priority queue are used to reduce the time and space complexity of the algorithm. Some experiments are performed on the data set of Chengdu taxi GPS trajectories and the results shows that the algorithm is reasonable and effective.
机译:给定道路网络上的GPS轨迹集和指定数量的k,K-主要走廊(KPC)问题旨在找到k个轨迹作为主要走廊,从而使所有轨迹到其最接近的主要走廊的总距离最小化。对于交通网络的优化,更环保的旅行和灾难救援等应用而言,这一点很重要。但是,许多现有的主要走廊算法都是基于几何空间的,实际应用价值较低。尽管有些是基于网络空间的,但它们会在计算之前随机选择k条主要走廊,或者理想情况下将道路网络的每一侧的权重设置为1。这不仅降低了结果的准确性,而且还可能增加计算复杂度。提出了一种基于路网交通流量的k-主要走廊算法。首先,该算法根据交通流量和轨迹之间的距离来初始化k条主要通道。其次,根据实际交通状况,对路网的每一侧都赋予合理的权重。最后,我们使用邻接表存储路网图的结构,并采用下限滤波算法和基于优先级队列的Dijkstra算法来减少算法的时间和空间复杂度。对成都出租车GPS轨迹数据集进行了一些实验,结果表明该算法是合理有效的。

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