Multiplicative topological descriptors of Silicon carbide

[1]M. A. Umar, M. A. Javed, M. Hussain, B. R. Ali. Super ( a , d ) - C 4 -antimagicness of book graphs. Open J. Math. Sci., Vol. 2(2018),No.1, pp. 115-121. Umar M. A. Javed M. A. Hussain M. Ali B. R. Super ( a , d ) - C 4 -antimagicness of book graphs Open J. Math. Sci Vol. 2 2018 No.1 115 121Search in Google Scholar

[2]Girish V R, P. Usha. Secure Domination in Lict Graphs. Open J. Math. Sci., Vol. 2(2018), No. 1, pp. 134 - 145. Girish V R P. Usha. Secure Domination in Lict Graphs Open J. Math. Sci Vol. 2 2018 No. 1 134 145Search in Google Scholar

[3]H. M. Nagesh, M. C. Mahesh Kumar. Block digraph of a directed graph. Open J. Math. Sci., Vol. 2(2018), No. 1, pp. 202 - 208. Nagesh H. M. Mahesh Kumar M. C. Block digraph of a directed graph Open J. Math. Sci Vol. 22018 No. 1 202 208Search in Google Scholar

[4]M. C. Mahesh Kumar and H. M. Nagesh. Directed Pathos Total Digraph of an Arborescence. Engineering and Applied Science Letters, 1 (1), pp. 29 - 42. Mahesh Kumar M. C. Nagesh H. M. Directed Pathos Total Digraph of an Arborescence Engineering and Applied Science Letters 1 1 29 42Search in Google Scholar

[5]G. Liu, Z. Jia, W. Gao. Ontology similarity computing based on stochastic primal dual coordinate technique. Open J. Math. Sci., Vol. 2(2018), No. 1, pp. 221 - 227. Liu G. Jia Z. Gao W. Ontology similarity computing based on stochastic primal dual coordinate technique Open J. Math. Sci Vol. 2 2018 No. 1 221 227Search in Google Scholar

[6]M.S. Sardar, S. Zafar, M.R. Farahani. The Generalized Zagreb Index of Capra-Designed Planar Benzenoid Series C a k ( C 6 ). Open J. Math. Sci., Vol. 1(2017), No. 1, pp. 44 - 51 Sardar M.S. Zafar S. Farahani M.R. The Generalized Zagreb Index of Capra-Designed Planar Benzenoid Series C a k ( C 6 ) Open J. Math. Sci Vol. 12017 No. 1 44 51Search in Google Scholar

[7]M.S. Sardar, X.-F. Pan, W. Gao, M.R. Farahani. Computing Sanskruti Index of Titania Nanotubes. Open J. Math. Sci., Vol. 1(2017), No. 1, pp. 126 - 131 Sardar M.S. Pan X.-F. Gao W. Farahani M.R. Computing Sanskruti Index of Titania Nanotubes Open J. Math. Sci Vol. 1 2017 No. 1 126 131Search in Google Scholar

[8]H. Siddiqui, M.R. Farahani. Forgotten Polynomial and Forgotten Index of Certain Interconnection Networks. Open J. Math. Anal., Vol. 1(2017), Issue 1, pp. 45-60. Siddiqui H. Farahani M.R Forgotten Polynomial and Forgotten Index of Certain Interconnection Networks Open J. Math. Anal Vol. 12017 Issue 1 45 60Search in Google Scholar

[9]W. Gao, B. Muzaffar, W. Nazeer. K-Banhatti and K-hyper Banhatti Indices of Dominating David Derived Network. Open J. Math. Anal., Vol. 1(2017), Issue 1, pp. 13-24. Gao W. Muzaffar B. K-Banhatti and K-hyper Banhatti Indices of Dominating David Derived Network Open J. Math. Anal Vol. 12017 Issue 1 13 24Search in Google Scholar

[10]S. Noreen, A. Mahmood. Zagreb Polynomials and Redefined Zagreb Indices for the line graph of Carbon Nanocones. Open J. Math. Anal., Vol. 2(2018), Issue 1, pp. 67-76. Noreen S. Mahmood A. Zagreb Polynomials and Redefined Zagreb Indices for the line graph of Carbon Nanocones Open J. Math. Anal Vol. 22018 Issue 1 67 76Search in Google Scholar

[11]W. Gao, M. Asif, W. Nazeer. The Study of Honey Comb Derived Network via Topological Indices. Open J. Math. Anal., Vol. 2(2018), Issue 2, pp. 10-26. Gao W. Asif M. Nazeer W. The Study of Honey Comb Derived Network via Topological Indices Open J. Math. Anal Vol. 22018 Issue 2 10 26Search in Google Scholar

[12]Rehman, H. M., Sardar, R., & Raza, A. (2017). Computing topological indices of hex board and its line graph. Open J. Math. Sci., 1, 62-71. Rehman H. M. Sardar R. Raza A. 2017 Computing topological indices of hex board and its line graph Open J. Math. Sci 1 62 71Search in Google Scholar

[13]Kwun, Y. C., Munir, M., Nazeer,W., Rafique, S., & Kang, S. M. (2018). Computational Analysis of topological indices of two Boron Nanotubes. Scientific reports 8 1, 14843. Kwun Y. C. Munir M. Nazeer W. Rafique S. Kang S. M. 2018 Computational Analysis of topological indices of two Boron Nanotubes Scientific reports 8 1 14843Search in Google Scholar

[14]Li, X. & Gutman, I. (2006). Mathematical Chemistry Monographs, No 1 Kragujevac. Li X. Gutman I. 2006 Mathematical Chemistry Monographs, No 1 KragujevacSearch in Google Scholar

[15]Narumi, H., & Katayama, M. (1984). Simple topological index: A newly devised index characterizing the topological nature of structural isomers ofsaturated hydrocarbons. Memoirs of the Faculty of Engineering, Hokkaido University 16(3), 209-214. Narumi H. Katayama M. 1984 Simple topological index: A newly devised index characterizing the topological nature of structural isomers ofsaturated hydrocarbons Memoirs of the Faculty of Engineering, Hokkaido University 163 209 214Search in Google Scholar

[16]Gutman, I. (2011). Multiplicative Zagreb indices of trees. Bull. Soc. Math. Banja Luka, 18 17-23. Gutman I. 2011 Multiplicative Zagreb indices of trees Bull. Soc. Math. Banja Luka 18 17 23Search in Google Scholar

[17]Todeschini, R., Ballabio, D., & Consonni, V. (2010). Novel molecular descriptors based on functions of new vertex degrees. Mathematical Chemistry Monographs, 2010 73-100. Todeschini R. Ballabio D. Consonni V. 2010 Novel molecular descriptors based on functions of new vertex degrees Mathematical Chemistry Monographs 2010 73 100Search in Google Scholar

[18]Todeschini, R., & Consonni, V. (2010). New local vertex invariants and molecular descriptors based on functions of the vertex degrees. MATCH Commun. Math. Comput. Chem, 64(2), 359-372. Todeschini R. Consonni V. 2010 New local vertex invariants and molecular descriptors based on functions of the vertex degrees MATCH Commun. Math. Comput. Chem 64 2 359 372Search in Google Scholar

[19]Wang, S., & Wei, B. (2015). Multiplicative Zagreb indices of k-trees. Discrete Applied Mathematics, 180 168-175. Wang S. Wei B. 2015 Multiplicative Zagreb indices of k-trees Discrete Applied Mathematics 180 168 175Search in Google Scholar

[20]Eliasi, M., Iranmanesh, A., & Gutman, I. (2012). Multiplicative versions of first Zagreb index. Match-Communications in Mathematical and Computer Chemistry, 68(1), 217. Eliasi M. Iranmanesh A. Gutman I. 2012 Multiplicative versions of first Zagreb index Match-Communications in Mathematical and Computer Chemistry 68 1 217Search in Google Scholar

[21]Kulli, V. R. (2016). Multiplicative hyper-Zagreb indices and coindices of graphs: computing these indices of some nanostructures. International Research Journal of Pure Algebra, 6(7), 342-347. Kulli V. R. 2016 Multiplicative hyper-Zagreb indices and coindices of graphs: computing these indices of some nanostructures International Research Journal of Pure Algebra 6 7 342 347Search in Google Scholar

[22]Kulli, V. R., Stone, B., Wang, S., & Wei, B. (2017). Generalised multiplicative indices of polycyclic aromatic hydrocarbons and benzenoid systems. Zeitschrift für Naturforschung A, 72(6), 573-576. Kulli V. R. Stone B. Wang S. Wei B. 2017 Generalised multiplicative indices of polycyclic aromatic hydrocarbons and benzenoid systems Zeitschrift für Naturforschung A 72 6 573 576Search in Google Scholar

[23]Kulli, V. R. (2016). Multiplicative connectivity indices of TUC₄C₈[m,n] and TUC₄[m,n] nanotubes. Journal of Computer and Mathematical Sciences, 7(11), 599-605. Kulli V. R. 2016 Multiplicative connectivity indices of TUC₄C₈[m,n] and TUC₄[m,n] nanotubes Journal of Computer and Mathematical Sciences 7 11 599 605Search in Google Scholar

[24]Shigehalli, V. S., & Kanabur, R. (2016). Computation of New Degree-Based Topological Indices of Graphene. Journal of Mathematics, 2016 Article ID 4341919, 6 pages. Shigehalli V. S. Kanabur R. 2016 Computation of New Degree-Based Topological Indices of Graphene Journal of Mathematics 2016 Article ID 4341919 6 Search in Google Scholar