On the zagreb indices of the line graphs of polyphenylene dendrimers
Nur Hafiza Azwani Mohd Saidi, Mohamad Nazri Husin, Nur Baini Ismail
Abstract
In predicting of their bioactivity and physicochemical properties of a chemical graph extremely important correlated with mathematical invariants in the topological indices. These topological indices are well-known in mathematical chemistry, drugs delivery, biology, gene therapy, nanotechnology and in other areas of applied sciences. In this paper, we study two families of Polyphenylene dendrimers, namely D1[n] and D2[n]. We also compute their topological indices, Zagreb indices and Zagreb coindices based on the concept of the line graphs. Furthermore, we analyze the results of these indices for graphs D1[n] and D2[n].
Topics & Concepts
DendrimerMathematical chemistryTopological indexGraphMathematicsCombinatoricsLine (geometry)Computer scienceChemistryOrganic chemistryGeometryGraph theory and applicationsComputational Drug Discovery MethodsFree Radicals and Antioxidants