Abstract:The M-Polynomial and Nirmala index are considered as two of the most recent found and important subjects in chemical graph theory. In this paper we drive and prove the computing formula of Nirmala index from the M-Polynomial, then compute the M-Polynomial for some certain composite graphs, and the Nirmala index via the computed M-Polynomial. The composite graphs are new defined graphs Kn(Pt)Km , Cn(e)Kn , and others obtained from simple graphs by certain graph operations such as join, corona, and cluster of an… Show more
In this paper, we introduce the Nirmala alpha Gourava and modified Nirmala alpha Gourava indices and their corresponding exponentials of a graph. Also we compute the Nirmala alpha Gourava and modified Nirmala alpha Gourava indices of four families of dendrimers.
In this paper, we introduce the Nirmala alpha Gourava and modified Nirmala alpha Gourava indices and their corresponding exponentials of a graph. Also we compute the Nirmala alpha Gourava and modified Nirmala alpha Gourava indices of four families of dendrimers.
In this paper, we compute the Nirmala index and its corresponding exponential of chloroquine, hydroxychloroquine and remdesivir. Also we determine the inverse Nirmal indices of chloroquine, hydroxychloroquine and remdesivir.
In this study, we introduce the domination Nirmala index, modified domination Nirmala index and their corresponding exponentials of a graph.Furthermore, we compute these domination Nirmala indices for some standard graphs, windmill graphs, book graphs.
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