Solusi Optimal Pencarian Jalur Tercepat Menggunakan Algoritma Dijkstra Untuk Mencari Lokasi Cafe Di Bumiayu
DOI:
https://doi.org/10.31316/j.derivat.v8i2.1899Abstract
The purpose of this study are (1) to represent the route of café location in Bumiayu in the form of graph, (2) To find a solution from the application of the Dijkstra’s algorithm to find location of café in Bumiayu, and (3) To find the recommended fastest route. The method used in this research is literature study, data collection, problem solving, and drawing conclusions. The results showed that (1) the route of café location in Bumiayu could be represented in the form of a graph, (2) the solution was found the implementation of Dijkstra’s algorithm to find the fastest route for the café location in Bumiayu, and (3) the recommended fastest route was obtained from the starting point (v32) to 14 café locations in Bumiayu (v1,v2,v3,v5,v7,v8,v9,v10,v12,v16,v19,v23,v27,v30). There are 13 café locations that match the recommended fastest route based on the calculation of Dijkstra’s algorithm. The route from starting point (v32) to due café (v9) is one example that Dijkstra’s algorithm does not always choose the smallest weight on each side but chooses the fastest route based on the total distance traveled. There is a discrepancy in the recommended fastest route from starting point (v32) to ratawit (v19).
Keywords: Dijkstra, fastest route, optimal solutionReferences
Cantona, A., Fauziah, F., & Winarsih, W. (2020). Implementasi Algoritma Dijkstra Pada Pencarian Rute Terpendek ke Museum di Jakarta. Jurnal Teknologi Dan Manajemen Informatika, 6(1), 27–34.
Ishlakhuddin, F., & Sn, A. (2021). Ontology-based Chatbot to Support Monitoring of Server Performance and Security by Rule-base. IJCCS (Indonesian Journal of Computing and Cybernetics Systems), 15(2), 131–140.
Marlina, L., Suyitno, A., & Mashuri. (2017). Penerapan Algoritma Dijkstra Dan Floyd-Warshall Untuk Menentukan Rute Terpendek Tempat Wisata Di Batang. Unnes Journal of Mathematics, 6(1), 36–47.
Mayhudi, L., & Khalik, W. (2018). Penentuan Rute Wisata Minimum di Pulau Lombok Nusa Tenggara Barat dengan Pendekatan Algoritma Dijkstra. Open Journal System Media Bina Ilmiah, 12(12), 689–698.
Muharrom, M. (2020). Algoritma, Implementasi Dalam, Dijkstra Jalur, Penentuan Kasus, Studi Tempat, Jarak Terdekat, Kuliah. Indonesian Journal of Business Intelligence, 3(1), 25–30.
Munir, R. (2010). Matematika Disktrit. In Informatika Bandung (Edisi 3).
Nanang, N., Rochmad, R., & Mashuri, M. (2019). Pencarian Rute Terbaik Pemadam Kebakaran Kota Semarang Menggunakan Algoritma Dijkstra dengan Logika Fuzzy sebagai Penentu Bobot pada Graf. Unnes Journal of Mathematics, 8(1), 40–49.
Ramdani, Y. (2006). Kajian Pemahaman Matematika Melalui Etika Pemodelan MAtematika. Mimbar, XXII(1), 1–14.
Rifanti, U. M. (2017). Pemilihan Rute Terbaik Menggunakan Algoritma Dijkstra Untuk Mengurangi Kemacetan Lalu Lintas di Purwokerto. JMPM: Jurnal Matematika Dan Pendidikan Matematika, 2(2), 90–99.
Rofiq, B. lutfi A., Februariyanti, H., Wibowo, J. S., & Budiarso, Z. (2021). Pencarian Tempat Ibadah Terdekat Menggunakan Algoritma Dijkstra. JUSIM (Jurnal Sistem Informasi Musirawas), 6(1), 19–28.
Rosen, K. H. (2012). Discrete Mathematics and its applications. In Mathematics, Substance and Surmise: Views on the Meaning and Ontology of Mathematics (Seventh Ed). McGraw-Hill Companies Inc.
Sulaiman, H., Yuliani, Y., Fitri, E., Herlinawati, N., & Watmah, S. (2020). Algoritma Dijkstra untuk Pendistribusian Carica Nida Food Wonosobo. Jurnal Sistem Dan Teknologi Informasi, 8(2), 203–206.
Sumaryo, R. Y., Harsadi, P., & Nugroho, D. (2020). Implementasi Algoritma Dijkstra Dan Metode Haversine Pada Penentuan Jalur Terpendek Pendakian Gunung Merapi Jalur Selo Berbasis Android. Jurnal TIKomSIN, 8(1), 61–67.
Sunardi, S., Yudhana, A., & Kadim, A. A. (2019). Implementasi Algoritma Dijkstra dan Algoritma Semut Untuk Analisis Rute Transjogja Berbasis Android. IT Journal Research and Development (ITJRD), 4(1), 1–9.
Wahyuningsih, D., & Syahreza, E. (2018). Shortest Path Search Futsal Field Location With Dijkstra Algorithm. IJCCS (Indonesian Journal of Computing and Cybernetics Systems), 12(2), 161–170.
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