Weakly connected independent and weakly connected total domination in a product of graphs

Rene E. Leonida; Elsie P. Sandueta; S. Canoy

DOI:10.12988/AMS.2014.47587

Corpus ID: 59408576

Weakly connected independent and weakly connected total domination in a product of graphs

@article{Leonida2014WeaklyCI,
  title={Weakly connected independent and weakly connected total domination in a product of graphs},
  author={Rene E. Leonida and Elsie P. Sandueta and S. Canoy},
  journal={Applied mathematical sciences},
  year={2014},
  volume={8},
  pages={5743-5749}
}

Rene E. Leonida, Elsie P. Sandueta, S. Canoy

Published 2014

Mathematics

Applied mathematical sciences

In this paper we characterize the weakly connected independent and weakly connected total dominating sets in the lexicographic product graphs. The weakly connected independent and weakly connected total domination numbers of this graph are also determined. Mathematics Subject Classification: 05C69 1This research is funded by the Commission on Higher Education, Philippines 5744 Rene E. Leonida, Elsie Sandueta, and Sergio R. Canoy Jr.

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