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Public transport route planning: Modified dijkstra's algorithm

机译:公共交通路线规划:修改Dijkstra的算法

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Public transport applications, which aim to propose the ideal route to end users, have commonly been used by passengers. However, the ideal route for public transport varies depending on the preferences of users. The shortest path is preferred by most users as a primary criterion for the ideal route. According to our research, Dijkstra's Algorithm is mostly used in order to find shortest path. However, Dijkstra's Algorithm is not efficient for public transport route planning, because it ignores number of transfers and walking distances. Thus, in order to minimize these shortcomings, Dijkstra's Algorithm is modified by implementing penalty system in our study. Additionally, our modified algorithm is tested on the real world transport network of Izmir and compared with the results of Dijkstra's Algorithm. It is observed that our modified algorithm is quite efficient for route planning in the public transport network in terms of the number of transfers, distance of proposed route and walking distance.
机译:公共交通应用程序,旨在提出理想的最终用户的途径,通常由乘客使用。但是,理想的公共交通路线根据用户的偏好而异。大多数用户作为理想路由的主要标准,最短的路径是优选的。根据我们的研究,Dijkstra的算法主要用于找到最短路径。然而,Dijkstra的算法对于公共交通路线规划并不有效,因为它忽略了转移数和步行距离。因此,为了最大限度地减少这些缺点,Dijkstra的算法通过在我们研究中实施惩罚系统来修改。此外,我们的修改算法在IZMIR的真实世界传输网络上进行了测试,并与Dijkstra算法的结果进行了比较。观察到,在传输的数量,建议路线和步行距离的数量方面,我们修改的算法在公共交通网络中的路线规划非常有效。

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