Multiplicative Connectivity Indices of TUC4C8pRq Nanotube

P Gayathri, S Sunantha


Chemical graph theory is an important branch of mathematical chemistry which has wide range
applications. In chemical graph theory, a molecular graph or chemical graph is a representation of the
structural formula of a chemical compound in terms of graph theory. Degree based topological indices
have vital role in chemical graph theory. In this paper we compute the degree based topological indices
like Multiplicative rst and second Zagreb, Multiplicative rst and second Hyper-Zagreb, General rst
and second Multiplicative Zagreb, Multiplicative Sum connectivity, Multiplicative product connectivity,
Multiplicative ABC and Multiplicative GA indices of TUC4C8 Rhomboidal Nanotubes.

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