Abstract
Acyclic Kragujevac network is denoted by K ; K ∈ K g q = r 2 s + 1 + 1 , r . In this article, we have taken a deep look at some of the topological properties of the semitotal-point graph as well as its line structure by computing some algebraic polynomials. Few degree-dependent chemical invariants that can primarily be obtained via these algebraic expressions are also put forward.
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