New Version of Degree-Based Topological Indices of Some Class of Graph
July 28, 2017
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Recently, Shigehalli and Kanabur have introduced new degree-based topological indices namely, AG1 index, SK index and SK2 index. In this paper, formula for computing similar family of graph is given.
Thabaj, S., & Hottinnavar, M. (2017). New Version of Degree-Based Topological Indices of Some Class of Graph. RA Journal of Applied Research, 3(07), 962–965. Retrieved from http://rajournals.in/index.php/rajar/article/view/146
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2. I. Gutman, Degree-based topological indices, Croat. Chem. Acta , 86, 251-361 (2013).
3. M. Randic ,On Characterization of Molecular Branching , J. Am. Chem. Soc., 97(23) (1975) 6609.
4. M. V. Diudea, I. Gutman and J. Lorentz ,Molecular Topology , Nova , Huntington (2001).
5. N. Trinajstic, Chemical Graph theory , CRC Press, Boca Raton(1992).
6. V.S. Shigehalli, R .Kanabur, New Version of Degree-Based Topological Indices of Certain nanotube, Journal of Mathematical Nanoscience, 6(1-2), (2016) 29-39.
7. V.S. Shigehalli, R. Kanabur, Computing Degree-Based Topological Indices of Polyhex Nanotubes, Journal of Mathematical Nanoscience, 6(1-2), (2016) 59-68.
8. V.S. Shigehalli , R. Kanabur , Arithmetic-Geometric indices of Some class of Graph, Journal of Computer and Mathematical sciences, 6(4) (2015) 194-199.
9. V.S. Shigehalli, R. Kanabur, Computation of New Degree-Based Topological Indices of Graphene , Journal of Mathematics , Hindawi Publications , 2016.
10. V.S. Shigehalli, R. Kanabur , Arithmetic-Geometric indices of Path Graph, Journal of Computer and Mathematical sciences, 6(1) (2015) 19-24.
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