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Further evaluations of Ramanujan-Weber class invariants $g_n$
B. R. Rakshith,Veeresha R.G.,G. N. Rajappa 장전수학회 2013 Advanced Studies in Contemporary Mathematics Vol.23 No.1
The purpose of this paper is to establish further evaluations of the class invariants gn using Ramanujan’s modular equations.
Further evaluations of Ramanujan-Weber class invariants g_n
B. R. Rakshith,R. G. veeresha,G. N. Rajappa 장전수학회 2012 Proceedings of the Jangjeon mathematical society Vol.15 No.3
The purpose of this paper is to establish further evaluations of the class invariants gn using Ramanujan's modular equations.
Some topological indices of edge-neighborhood corona of two graphs
Sumithra,Malpashree R.,Rakshith B. R. 장전수학회 2017 Advanced Studies in Contemporary Mathematics Vol.27 No.3
In this paper, we introduce edge-neighborhood corona of two graphs and compute its Wiener index, degree distance index and Gutman index.
Spectra of F-sum graphs and F-product graphs
Chandrashekar Adiga,Rakshith B. R. 장전수학회 2018 Proceedings of the Jangjeon mathematical society Vol.21 No.2
Several graph operations based on subdivision graph and its variants have been introduced by many researchers and their spectral properties have been studied. The F-sum graphs and F-product graphs are one among these graph operations. In literature, many topological indices of F-sum graphs and F-product graphs have been examined. In this paper, we rst introduce two matrix forms named as F-sum matrix and F-product matrix and describe their spectra, and then using the spectra of these matrices, we compute the spectra of F-sum graphs and F-product graphs.