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An improved shortest path algorithm based on orientation rectangle for restricted searching area

机译:基于受限制搜索区域方向矩形的改进的最短路径算法

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High complexity of Dijkstra Algorithm limits its application in searching the shortest path in road network. Thus it is necessary to improve the efficiency of searching the shortest path in road network. Combining the existing conventional algorithms for restricted searching area, a shortest path algorithm based on cut-corner orientation rectangle is proposed. Based on orientation rectangle, the algorithm intends to cut corresponding corner areas so as to shrink the searching area. The proposed algorithm makes full use of the statistical parameter of urban road network to gain a reasonable value of the cut-angle. Theoretical calculation and experiment results are presented. All show that the proposed algorithm can apparently enhance the efficiency of searching the shortest path, which can reduce the time-complexity by 10–40% without influencing its reliability compared with existing conventional algorithms.
机译:Dijkstra算法的高复杂性限制了其在寻找道路网络中最短路径的应用。因此,有必要提高在道路网络中搜索最短路径的效率。结合了用于受限制搜索区域的现有常规算法,提出了一种基于切拐角方向矩形的最短路径算法。基于取向矩形,算法打算削减相应的角区域,以缩小搜索区域。所提出的算法充分利用了城市道路网络的统计参数来获得切削角度的合理值。提出了理论计算和实验结果。据说,所提出的算法显然可以提高搜索最短路径的效率,这可以减少10-40%,而不会影响其可靠性与现有的传统算法相比。

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