Abstract
Starphenes are polycyclic aromatic hydrocarbons and build by variatiTheoremons of three different acene-arms. Starphenes are the basic building blocks for miniaturization of different especially organic electronic devices. It also played an important role in different logical gates. In network topology, each electric circuit, structure or network can be derived in graphs where principal nodes (or simply nodes) alternated to vertices and line segment (branches) become edges. The resolvability parameters of a graph are a relatively new specialized subject in which the whole network is formed to obtain each principal node’s unique location. The metric, edge metric dimension, and generalizations are investigated in this article as resolvability parameters of starphene structure. We proved that all the parameters studied for starphene graph have constant cardinalities. Understanding and dealing with structures is made easier by transforming the whole structure into a novel shape delivered by resolvability parameters.