Some Invariants of Circulant Graphs
AbstractTopological indices and polynomials are predicting properties like boiling points, fracture toughness, heat of formation, etc., of different materials, and thus save us from extra experimental burden. In this article we compute many topological indices for the family of circulant graphs. At first, we give a general closed form of M-polynomial of this family and recover many degree-based topological indices out of it. We also compute Zagreb indices and Zagreb polynomials of this family. Our results extend many existing results. View Full-Text
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Munir, M.; Nazeer, W.; Shahzadi, Z.; Kang, S.M. Some Invariants of Circulant Graphs. Symmetry 2016, 8, 134.
Munir M, Nazeer W, Shahzadi Z, Kang SM. Some Invariants of Circulant Graphs. Symmetry. 2016; 8(11):134.Chicago/Turabian Style
Munir, Mobeen; Nazeer, Waqas; Shahzadi, Zakia; Kang, Shin M. 2016. "Some Invariants of Circulant Graphs." Symmetry 8, no. 11: 134.
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