논문KCI 등재
Entire Zagreb index of vertex and edge F-join of graphs
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초록
Graph theoretical operations are used to obtain combinatorial properties of large graphs in terms of smaller graphs. In this article, we deal with one of the new operations related to the vertex and edge F-join of graphs and calculate the first entire Zagreb index of the vertex and edge F-join of graphs.
Abstract
Graph theoretical operations are used to obtain combinatorial properties of large graphs in terms of smaller graphs. In this article, we deal with one of the new operations related to the vertex and edge F-join of graphs and calculate the first entire Zagreb index of the vertex and edge F-join of graphs.
참고문헌 (12)
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- P. S. Ranjini, "On the Shultz index of the subdivision graphs", Advanced Studies in Contemporary Mathematics, 21(3), pp.279~290 (2011), 장전수학회
- P. Sakar, "The Zagreb indices of graphs based on new operations realeted to the join of graphs", Journal of the International Mathematical Virtual Institute, 7, pp.181~209 (2017)
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- Shwetha B. Shetty, "Computing ABC, GA, Randic and Zagreb Indices", Enlightment of Pure and Applied Mathematics, 1(1), pp.17~18 (2015)
관련 논문AI추천
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