Evaluation of some degree based topological indices of boron kagome lattice

Divyashree B. K. *

Department of Mathematics, Bangalore University, Bangalore, 560056, India.
 
Research Article
International Journal of Science and Research Archive, 2022, 07(02), 041–049.
Article DOI: 10.30574/ijsra.2022.7.2.0228
Publication history: 
Received on 24 September 2022; revised on 31 October 2022; accepted on 02 November 2022
 
Abstract: 

The technique of securing information or data in the form of images, codes, merging words etc are closely related to the disciplines of cryptanalysis and cryptology. Analogous to this numerical encoding of chemical structure, connected to topological indices is also growing significantly in the field of chemical graph theory. One of the salient features of topological indices is to predict the characteristics prescribed by the molecule's chemical structure. In this paper, we calculate the topological indices of the two-dimensional Boron Kagome Lattice by M- polynomial. Further, the graphical representation of the M-polynomial and the topological indices are obtained.

Keywords: 
Boron Kagome Lattice; Reduced reciprocal randic; SK index; General sum-connectivity index; SK_1 index; First Zagrab index; Forgotten index; SK_2 index; Arithmetic geometric index; SCI_γ index
 
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