International Journal of Mathematics Trends and Technology
Volume 67 | Issue 4 | Year 2021 | Article Id. IJMTT-V67I4P504 | DOI : https://doi.org/10.14445/22315373/IJMTT-V67I4P504
Adriatic indices are analyzed on the testing sets provided by the International Academy of Mathematical Chemistry (IAMC), these indices were selected as significant predictors of physicochemical properties. In this study, we introduce the certain discrete Adriatic leap indices and their corresponding polynomials of a molecular graph and compute exact formulas for polycyclic aromatic hydrocarbons.
[1] V.R.Kulli, B. Chaluvaraju and T.V. Asha, Multiplicative product connectivity and sum connectivity indices of chemical structures in drugs, Research Review International Journal of Multidisciplinary, 4(2)(2019) 949-953.
[2] V.R.Kulli, Graph indices, in Hand Book of Research on Advanced Applications of Application Graph Theory in Modern Society, M. Pal. S. Samanta and A. Pal, (eds.) IGI Global, USA (2020) 66-91.
[3] I. Gutman and O.E. Polansky, Mathematical Concepts in Organic Chemistry, Springer, Berlin (1986).
[4] M.V. Diudea (ed.) QSPRlQSAR studies by Molecular Descriptors, NOVA, New York (2001).
[5] D. Vukičević and M. Gaśperov, Bond additive modeling 1. Adriatic indices, Croat. Chem. Acta, 83(2010) 243-260.
[6] A. Ali, M. Matejić, E. Milovanović and I. Milovanović, Some new upper bond for the inverse sum indeg index of graphs, Electronic Journal of Graph Theory and Applications, 8(1)(2020) 59-70.
[7] V. Lokesha, M. Manjunath, B. Chalvaraju, K. M. Devendraiah, I.N. Congul and A.S. Cevik, Computation of adriatic indices of certain operators of regular and complete bipartite graphs, Advanced studies in Contemporary Mathematics, 28(2)(2018) 231-244.
[8] V. R. Kulli, Inverse sum status and modified status indices of graphs and their multiplication versions, International Journal of Recent Scientific Research, 11, 10(A)(2020) 39753-39759.
[9] V.R.Kulli, Adriatic indices and their polynomials, submitted.
[10] V.R. Kulli, Neighborhood Adriatic indices and their polynomials, submitted.
[11] V.R. Kulli, Revan Adriatic indices and their polynomials, submitted.
[12] V.R. Kulli, Computation of reverse Adriatic indices and their polynomials of certain dendrimers, submitted.
[13] Z. Hussain, S. Rafique, M. Munir, M. Athar, M. Choudhary, H. Ahmad and S. M. Kang, Irregularity Molecular Descriptors of hourglass, jagged rectangle and triangulate benzenoid systems, Processes, 7(2019) 413.
[14] J. Sedlar, D. Stevanović and A. Vasilyev, On the inverse sum indeg index, Discrete Applied Mathematics, 184(2015) 202.
[15] A. Naji, N.D. Soner and I. Gutman, On leap Zagreb indices of graphs, Commun. Comb. Optim. 2(2017) 99-117.
[16] V.R. Kulli, College Graph Theory, Vishwa International Publications, Gulbarga, India (2012)
[17] V.R.Kulli, Minus leap and square leap indices and their polynomials of some special graphs, International Research Journal of Pure Algebra, 8(11)(2018) 54-60.
[18] V.R.Kulli, Inverse sum leap index and harmonic leap index of certain windmill graphs, International Research Journal of Pure Algebra, 9(2)(2019) 11-17.
[19] W. Gao, M. Yonnas, A Farooq and A.R. Virk, Some reverse degree based topological indices and polynomials of dendrimers, Mathematics, 6(2018) 214.
[20] P. Sarkar and A. Pal, General fifth M-Zagreb polynomials of benzene ring implanted in the p-type-surface in 2D network, Biointerface Research in Applied Chemistry, 10(6)(2020) 6881-6892.
V.R.Kulli, "Computation of Leap Adriatic Indices and their Polynomials of Polycyclic Aromatic Hydrocarbons," International Journal of Mathematics Trends and Technology (IJMTT), vol. 67, no. 4, pp. 20-25, 2021. Crossref, https://doi.org/10.14445/22315373/IJMTT-V67I4P504
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