Incidence topological modelling of STAR graph based on order of vertices and edges.

Graph theory and topology have applications in material science. In this paper, the order of elements of a topological space with incidence topology generated by Star graph has been studied. Various results based on connectedness and separation axioms of the incidence topology generated by this undirected graph have been discussed. Moreover, order of these nodes as well as order of edges with respect to the incidence topology have been established and generalized for star graph and sufficient examples are illustrated to support the results. [ABSTRACT FROM AUTHOR]