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    Computation of adriatic indices of certain operators of regular and complete bipartite graphs
    (Jangjeon Mathematical Society, 2018) Lokesha V.; Manjunath M.; Chaluvaraju B.; Devendraiah K.M.; Cangul I.N.; Cevik A.S.
    A topological index of a graph G is a numerical parameter related to G which characterizes its molecular topology and used for quantitative structure-activity relationship (QSAR) and quantitative structure-property relationship (QSPR). Adriatic indices are bond-additive topological indices. They are analyzed on the testing sets provided by the Inernational Academy of Mathematical Chemistry (IAMC) and it has been shown that they have good predictive properties in many cases. In this paper, we study the certain adriatic indices of regular and complete bipartite graphs using some graph operators. © 2018 Jangjeon Mathematical Society. All rights reserved.
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    Operations on Dutch windmill graph of topological indices
    (Jangjeon Research Institute for Mathematical Sciences and Physics, 2018) Lokesha V.; Jain S.; Deepika T.; Cevik A.S.
    Topological indices are well studied in recent years. These are useful tools in studying Quantitative Structure Activity Relationship (QSAR) and Quantitative Structure Property Relationship (QSPR). The main goal of this paper is to concentrate the investigation on generalized version of Dutch windmill graph of certain graph operators in terms of topological indices, for instance, symmetric division deg index, first and second Zagreb indices. © 2018 Jangjeon Research Institute for Mathematical Sciences and Physics. All rights reserved.