PERBANDINGAN ALGORITMA DIJKSTRA DAN FLOYD-WARSHALL DALAM MENENTUKAN RUTE TERPENDEK STASIUN GUBENG MENUJU WISATA SURABAYA

H. Hendra, Y. Riti
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Abstract

The issue of determining the shortest-path problem has become a common thing to discuss with regard to the way it is solved using graphs. The solution is generally used with the aim of optimizing certain aspects, for example in terms of fuel use and travel time. This solution can be achieved by applying one of the components in the graph, called algorithm. This journal was written to help the public, especially tourists, in providing information related to the most efficient route from the starting point of the station to various tourist destinations in the city of Surabaya with the application of the Dijkstra algorithm and Floyd-Warshall algorithm. The techniques used in the calculations were carried out manually and the help of programs with language C. Through the research, the results obtained by the Dijkstra Algorithm had a higher efficiency in terms of calculations and the complexity of the program. The calculations carried out in the two algorithms show results in the form of the same and correct minimum weight value, as well as information related to the shortest trajectory that can be applied by the community to increase efficiency in traveling in the city of Surabaya. The shortest route obtained in the comparison of the two algorithms is on the journey with the starting point of Gubeng Station to Jalan Taman
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DIJKSTRA算法和FLOYD-WARSHALL算法比较确定前往泗水旅游的短途路线
确定最短路径问题的问题已经成为讨论使用图来解决问题的常见问题。该解决方案通常用于优化某些方面,例如燃料使用和行驶时间。这个解决方案可以通过应用图中的一个组件(称为算法)来实现。这本杂志是为了帮助公众,特别是游客,提供有关从车站的起点到泗水市各个旅游目的地的最有效路线的信息,应用Dijkstra算法和Floyd-Warshall算法。在计算中使用的技术是手工进行的,并借助c语言编写的程序。通过研究,Dijkstra算法得到的结果在计算效率和程序复杂性方面具有更高的效率。在这两种算法中进行的计算显示出相同且正确的最小权重值,以及与最短轨迹相关的信息,社区可以应用这些信息来提高泗水市的出行效率。两种算法比较得出的最短路线为以古本站为起点至Jalan Taman的行程
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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