The bandwidth of the tower graph Tm,2k
College
College of Science
Department/Unit
Mathematics and Statistics Department
Document Type
Conference Proceeding
Source Title
Proceedings of the Eleventh OU-DLSU Academic Research Workshop
First Page
70
Last Page
72
Publication Date
9-2008
Abstract
The bandwidth problem for a graph is that of labeling its vertices with distinct integers so that the maximum difference across an edge is minimized. In this study, the bandwidth of a tower graph Tm,n is investigated when n is even. A tower graph Tm,n is a block graph such that the following are satisfied:
- Each clique is either a complete graph Km or P2
- Deleting the leaves will produce the cartesian product Km x Pn
- Each Km has m leaves
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Recommended Citation
Lim, Y. F., & Garcia, M. A. (2008). The bandwidth of the tower graph Tm,2k. Proceedings of the Eleventh OU-DLSU Academic Research Workshop, 70-72. Retrieved from https://animorepository.dlsu.edu.ph/faculty_research/6068
Disciplines
Mathematics
Keywords
Graph labelings; Graph theory
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