Power domination number of sunlet graph and other graphs
T. N. Saibavani, N. Parvathi · Journal of Discrete Mathematical Sciences and Cryptography · 2019
Placing measurement units in the vertices of an electric power system is clearly associated to determining dominate set in a graph. “A set S ⊂ V is defined power dominating set of a graph G, if every vertex and every edge in G is monitored by the set S. The minimum number of elements of a power dominating set is the power domination number ϒp(G)”. In this paper we determine the power domination number of sunlet graphs and other graphs obtained by some graph operations.