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Zagreb indices and multiplicative Zagreb indices of subdivision graphs of double graphs

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Let G be a null, path, cycle, star, complete or a tadpole graph. In this paper, the …rst and second Zagreb and multiplicative Zagreb indices of subgraphs of the double graphs of G are obtained.

Abstract

Let G be a null, path, cycle, star, complete or a tadpole graph. In this paper, the …rst and second Zagreb and multiplicative Zagreb indices of subgraphs of the double graphs of G are obtained.

참고문헌 (16)

  1. K. Ch. Das, "The mul-tiplicative Zagreb indices of graph operations", Journal of Inequalities and Applications, 90, pp.1~14 (2013)
  2. M. Togan, "All versions of Zagreb indices and coindices of subdivision graphs of certain graph types", ~
  3. M. Togan, "All versions of Zagreb indices and coindices of r-subdivision graphs of certain graph types", ~
  4. P. S. Ranjini, "On the Zagreb indices of the line graphs of the subdivision graphs", Appl. Math. Comput, 218, pp.699~702 (2011)
  5. K. C. Das, "On the …rst Zagreb index and multiplicative Zagreb coindices of graphs", Analele Stiinti…ce ale Universitatii Ovidius Constanta, 23(3) (2015)
  6. I. Gutman, "Graph theory and molecular orbitals. III. Total -electron energy of alternant hydrocarbons", Chem. Phys. Lett, 17, pp.535~538 (1972)
  7. R. Todeschini, "New local vertex invariant and molecular de-scriptors based on functions of the vertex degrees", MATCH, pp.359~372 (2010)
  8. E. Munarini, "Double graphs", Discrete Math, 308, pp.242~254 (2008)
  9. G. Indulal, "On a Pair of Equienergetic Graphs", MATCH Commun. Math. Comput. Chem, 55, pp.83~90 (2006)
  10. Qinying Huang, "Resistance distances and the Kirchhoff index in double graphs", Journal of Applied Mathematics and Computing, 50(1-2), pp.1~14 (2016), Springer Nature[DOI]
  11. M. Eliasi, "Multiplicative versions of …rst Zagreb index", MATCH, 68, pp.217~230 (2012)
  12. I. Gutman, "The First Zagreb index 30 years after", MATCH Commun. Math. Comput. Chem, 50, pp.83~92 (2004)
  13. B. Horoldagva, "Comparing Zagreb indices for connected graphs", Disc. Appl. Math, 158, pp.1073~1078 (2010)
  14. A. Ili´c, "On comparing Zagreb indices", Discrete Appl. Math., 158(11), pp.681~687 (2010)
  15. M. H. Khalifeh, "The First and second Zagreb indices of some graph operations", Discrete Appl. Math, 157, pp.804~811 (2009)
  16. I. Gutman, "Multiplicative Zagreb indices of trees", Bulletin of Society of Mathematicians Banja Luka, 18, pp.17~23 (2011)

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