# Locating Total Dominating Sets in the Join, Corona and Composition of Graphs

```@article{Omamalin2014LocatingTD,
title={Locating Total Dominating Sets in the Join, Corona and Composition of Graphs},
author={Benjamin N. Omamalin and S. Canoy and Helen M. Rara},
journal={Applied mathematical sciences},
year={2014},
volume={8},
pages={2363-2374}
}```
• Published 2014
• Mathematics
• Applied mathematical sciences
Let G =( V (G),E(G)) be a connected graph. A subset S of V (G) is a total dominating set of G if every vertex of G is adjacent to some vertex in S. The set NG(v) is the set of all vertices of G adjacent to v .A subset S of V (G) is a locating set of G if NG(u)∩SNG(v)∩S for every two distinct vertices u and v in V (G) \ S. A locating subset S of V (G) which is also a total dominating set is called a locating total dominating set of G. The minimum cardinality of a locating total dominating set of… Expand
3 Citations
Domination Parameters in Hypertrees
• Mathematics, Computer Science
• CALDAM
• 2016
Domination parameters in hypertrees and sibling trees
• Mathematics, Computer Science
• Discret. Appl. Math.
• 2020
• 1
• PDF
A Note on the Locating-Total Domination in Graphs
• Mathematics, Computer Science
• Discuss. Math. Graph Theory
• 2017
• 2

#### References

SHOWING 1-10 OF 13 REFERENCES
Locating and total dominating sets in trees
• Computer Science, Mathematics
• Discret. Appl. Math.
• 2006
• 114
Point determination in graphs
• D. Sumner
• Computer Science, Mathematics
• Discret. Math.
• 1973
• 59
Nuclei for totally point determining graphs
• 5
Fundamentals of domination in graphs
• Mathematics, Computer Science
• Pure and applied mathematics
• 1998
• 3,158
• PDF
Determining the intruders location in a given network: Locating-dominating sets in a graph
• NCRP Research Journal
• 2013
Malacas, Determining the intruders location in a given network: Locating-dominating sets in a graph
• NCRP Research Journal. 13(2013),
• 2013
Critical Graphs With Respect to Vertex Identification
• 2008
Critical graphs with respect to vertex identification, Utilitas Math
• Critical graphs with respect to vertex identification, Utilitas Math
• 2008
Mynhardt and R.D Skaggs, Critical graphs with respect to vertex identification
• Utilitas Math
• 2008