MEDAN城市在线运输服务应用算法DIJKSTRA的应用程序

Abdul Alfattah Hidayah
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引用次数: 0

摘要

这项研究旨在确定在线交通服务应用的最短路线,这是对那些想要开始在技术和交通领域寻找财富的企业家的主要吸引力,因为人口非常多,机会巨大。增加了,一些人类活动不得不进行。实现了。一些在线运输服务公司使用谷歌提供的付费功能来确定最短距离和路线,从而花费了大量资金。在本研究中,为了确定旅程中最短的路线,需要使用一种算法方法进行计算,即dijkstra算法。dijkstra算法是一种用于解决从一个点到另一个点的最短路线问题的算法。顶点之间的距离是图中每条边的权重值。一个有权重的图必须是正的(权重>= 0)。Dijkstra算法本身在其操作中使用贪婪策略,在每一步中,被选中的具有最小权重的节点将被选中的节点与其他未被选中的节点连接起来。关键词:dijkstra算法;在线交通服务;最短路径;
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PENERAPAN ALGORITMA DIJKSTRA PADA APLIKASI JASA TRANSPORTASI ONLINE DI KOTA MEDAN
This study aims to determine the shortest route in the application of online transportation services which is the main attraction for entrepreneurs who want to start looking for their fortune in technology and transportation, given the enormous opportunity where the human population is very large. increased, and some human activities had to be carried out. fulfilled. Some online transportation service companies use paid features provided by Google to determine the shortest distance and route, thus costing a lot of money. In this study, to determine the shortest route on a journey, it is necessary to calculate using an algorithm method, namely the dijkstra algorithm which is an algorithm used to solve the problem of the shortest route or the shortest path from one point to another at a point. weighted graph, The distance between vertices is the weight value of each edge in the graph. A graph that has a weight must be positive (weight >= 0). Dijkstra's algorithm itself uses a greedy strategy in its operation, where in each step the chosen one with the smallest weight connects the selected node with other nodes that have not been selected. Keywords: dijkstra algorithm, online transportation service, shortest route,
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