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A Keyword-Aware Optimal Route Query Algorithm on Large-Scale Road Networks

机译:大规模路网中基于关键字的最优路径查询算法

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Mobile users prefer to choose personalized travel routes using their mobile terminals. Keyword-aware Optimal Route Query (KORQ) is proposed to meet users' need because it not only considering the length of the route, but also considering the cost of the route and the points of interest covered by the route. As the number of points of interest in road networks increases sharply, the time and space complexity for preprocessing and route expansion rises dramatically, and the state of the art algorithms are not scalable. To address these issues, we propose an algorithm called KORAL, short for Keyword-aware Optimal Route Query Algorithm on Large-scale Road Networks. To reduce the overhead of preprocessing, KORAL partitions the road network into subgraphs, and stores only the information about the routes between subgraphs in preprocessing stages. In the rout expansion stage, KORAL uses a strategy called minimum budget pruning to prune infeasible vertices, which greatly speed up the route expansion. Experiments against 3 datasets of New York road network in a server with 16G RAM show that KORAL is scalable and breaks the limitation that the road network cannot exceed 100K vertices.
机译:移动用户更喜欢使用他们的移动终端来选择个性化的旅行路线。提出了关键字感知的最优路径查询(KORQ)以满足用户的需求,因为它不仅考虑了路径的长度,还考虑了路径的成本和路径所覆盖的兴趣点。随着道路网络中关注点的数量急剧增加,预处理和路线扩展的时间和空间复杂性急剧增加,并且现有技术的算法不可扩展。为了解决这些问题,我们提出了一种称为KORAL的算法,该算法是大规模道路网络上的关键字感知最佳路线查询算法的缩写。为了减少预处理的开销,KORAL将道路网络划分为子图,并仅在预处理阶段存储有关子图之间路线的信息。在溃败扩展阶段,KORAL使用一种称为“最小预算修剪”的策略来修剪不可行的顶点,从而极大地加快了路线扩展的速度。在具有16G RAM的服务器中对纽约道路网络的3个数据集进行的实验表明,KORAL具有可伸缩性,并且突破了道路网络不能超过100K顶点的限制。

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