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Optimization of the University Transportation by Contraction Hierarchies Method and Clustering Algorithms

机译:收缩层次法和聚类算法优化大学交通

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This research work focuses on the study of different models of solution reflected in the literature, which treat the optimization of the routing of vehicles by nodes and the optimal route for the university transport service. With the recent expansion of the facilities of a university institution, the allocation of the routes for the transport of its students, became more complex. As a result, geographic information systems (GIS) tools and operations research methodologies are applied, such as graph theory and vehicular routing problems, to facilitate mobilization and improve the students transport service, as well as optimizing the transfer time and utilization of the available transport units. An optimal route management procedure has been implemented to maximize the level of service of student transport using the K-means clustering algorithm and the method of node contraction hierarchies, with low cost due to the use of free software.
机译:这项研究工作的重点是研究文献中反映的不同解决方案模型,这些模型讨论了按节点对车辆的路线优化和大学交通服务的最佳路线。随着大学机构设施的最近扩展,用于学生运输的路线的分配变得更加复杂。因此,应用了地理信息系统(GIS)工具和运筹学方法,例如图论和车辆路线问题,以促进动员和改善学生运输服务,并优化运输时间和利用现有运输工具的效率。单位。通过使用K-means聚类算法和节点收缩层次结构的方法,已实现了最佳路线管理过程,以最大限度地提高学生运输的服务水平,并且由于使用了免费软件而成本较低。

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