On the Partition Dimension of Honey Comb, Hexagonal Cage Networks and Quartz Network
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Abstract
Let v and P be a vertex and subset V(G) of a simple connected graph G and the distance between v and P is defined by . Let be a K resolving vertex partition of G then a distinct vertex representation of a vertex v with respect to is . The partition dimension of G is the minimum cardinality of the resolving partition set and it is denoted by In this paper we have determined partition dimension of Honeycomb Cage Network of dimension n with two-layer, Hexagonal Cage Network and Quartz Network.
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R. Nithya Raj, F. Simon Raj. (2021). On the Partition Dimension of Honey Comb, Hexagonal Cage Networks and Quartz Network. Annals of the Romanian Society for Cell Biology, 2811 –. Retrieved from https://annalsofrscb.ro/index.php/journal/article/view/2821
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