Main Article Content

Abstract

Graph coloring is one of the problems in graph theory. In graph theory, a greedy algorithm is a common algorithms in solving a problem. Greedy algorithms can be used for graph coloring; however, not all of the graph coloring problems that this algorithm uses can optimum outcomes globally. The selection of node sequencing used during the search also affects the success of the greedy algorithm in dealing with graph coloring cases. However, the use of greedy algorithms still helps reduce the number of colors used in non-directed graph coloring.

Keywords

graph theory graph coloring greedy algorithm

Article Details

How to Cite
Sylviani, S., Hazel Pernanda Putra , H., & Permana, F. C. (2024). Analisis Algoritma Greedy Untuk Mewarnai Graf. Diophantine Journal of Mathematics and Its Applications, 3(1), 30–39. https://doi.org/10.33369/diophantine.v3i1.32261

References

  1. Ammar, M. (2019). IMPLEMENTASI ALGORITMA GREEDY DALAM MENYELESAIKAN KASUS KNAPSACK PROBLEM PADA JASA PENGIRIMAN PT CITRA VAN TITIPAN KILAT (TIKI) KOTA MAKASSAR. Jurnal Axiomath : Jurnal Matematika Dan Aplikasinya, 1(2), 26–32. https://www.ejournals.umma.ac.id/index.php/axiomath/article/view/304
  2. Elektronik Sistem Informasi dan Komputer, J., Grace, D., Tanciga, amar S., Nurdin, N., & Teknik Informatika STMIK Bina Mulia Palu, J. (2021). SISTEM INFORMASI LETAK GEOGRAFIS PENENTUAN JALUR TERCEPAT RUMAH SAKIT DI KOTA PALU MENGGUNAKAN ALGORITMA GREEDY BERBASIS WEB. Jurnal Elektronik Sistem Informasi Dan Komputer, 4(2), 59–76. https://www.jesik.web.id/index.php/jesik/article/view/87
  3. Fran, F., Kusumastuti, N., Robiandi, ), Program, ), & Matematika, S. (2023). BILANGAN KROMATIK HARMONIS PADA GRAF PAYUNG, GRAF PARASUT, DAN GRAF SEMI PARASUT. Jurnal Matematika Sains Dan Teknologi, 24(1), 15–22. https://doi.org/10.33830/JMST.V24I1.3945.2023
  4. Lakutu, N. F., Katili, M. R., Mahmud, S. L., Yahya, I., & Matematika, J. (2023). Algoritma Dijkstra dan Algoritma Greedy Untuk Optimasi Rute Pengiriman Barang Pada Kantor Pos Gorontalo. Euler : Jurnal Ilmiah Matematika, Sains Dan Teknologi, 11(1), 55–65. https://doi.org/10.34312/EULER.V11I1.18244
  5. Oddang, R. (2015). Pembangunan Sistem Penjadwalan Kuliah Menggunakan Algoritma Pewarnaan Graf. D’ComPutarE: Jurnal Ilmiah Information Technology, 1(2), 50–55. https://www.journal.uncp.ac.id/index.php/computare/article/view/163/155