GRACEFUL LABEING AND RHO TOPI LABELING ON THE 8-BINTANG GRAPH WITH C3 FOR N ODD

Zulfi Amri, Tua Halomoan Harahap, Irvan Irvan

Abstract


This paper we propose graceful labeling and  labeling on a graph then referred to as 8-Bintang graph, the basic idea of formulation graceful labeling and  labeling on an alfabet bintang graphs wih the question a stars graph . Then we constructing graceful labeling and  labeling on the 8-Bintang graph with circle graph  for  odd.  The results obtained are illustrated in the theorem that the 8-Bintang graph with  for  odd has the following graceful labeling with the proof.


Full Text:

PDF

References


Z. Amri dan T.H Harahap “Pelabelan Graceful dan Pelabelan Rho Topi Pada Graf 8-Bintang dengan C3 untuk n Genap”. EduTech Jurnal Ilmu Pendidikan dan Ilmu Sosial vol. 3 no. 2. Fakultas Keguruan dan Ilmu Pendidikan, Universitas Muhammadiyah Sumatera Utara, Medan, hal 1-5, September 2017.

J. A. Galian “Dynamic survey of graph Lebeling. Electronic Journal of combinatorics, 19thedition. USA. Desember, 2016.

Z. Amri ,M. Ahmad , N. Huda, Supriadi, K.A. Sugeng. “Pelabelan Graceful, Skolem Graceful dan Pelabelan Pada Graf (Sn,3)”. Prosiding Seminar Nasional UNY, hal. M 131- M 136, Yogyakarta 2011.

Z. Amri “Pelabelan Graceful , Skolem Graceful dan Pelabelan Rho Topi Pada Graf family Bintang : Graf Ilalang, Graf Kelabang Graf A-Bintang, Graf H-Bintang.Thesis. Universitas Indonesia, Depok. 2011.

Z. Amri dan K.A. Sugeng, “Pelabelan Graceful, Skolem Graceful dan Pelabelan Pada Graf Kelabang”. Jurnal Euria Pendendidikan Matematika FKIP UMSU, Medan, volume 4 no. 2, hal 109-115. 2011.

N. Huda dan Z. Amri. “Pelabelan Graceful, Skolem Graceful dan Pelabelan Rho Topi Pada Graf A-Bintang dan H-Bintang”. Jurnal Matematika Murni dan Terapan EPSILON. Banjarbaru. Volume 6 no. 2. hal. 30-37. Desember 2012

Rosen, K. H. Discrete Mathematics and Its Applications (6th ed.). Toronto: McGraw-Hill. 2007.

Bača and Miller. Super Edge-Antimagic Graphs: A Wealth of Problems and Some Solution. USA: Brown Walker Press. 2008.




DOI: http://dx.doi.org/10.30829/zero.v2i1.3183

Refbacks

  • There are currently no refbacks.


SLOT GACOR

SLOT GACOR

SLOT GACOR

SLOT GACOR

SLOT GACOR

SLOT GACOR

Department of Mathematics
Faculty of Science and Technology
Universitas Islam Negeri Sumatera Utara Medan 

Email: mtk.saintek@uinsu.ac.id

situs scatter hitam

slot gacor hari ini

Slot Gacor

slot gacor server kamboja

diamond murah

voucher game

slot 4d