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On F-Polynomial, Multiple and Hyper F-Index of some Molecular Graphs

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Abstract:

A graph can be recognized by a numeric number, a polynomial, a sequence of numbers or a matrix which represent the whole graph, and these representations are aimed to be uniquely defined for that graph. Topological index is a numeric quantity with a graph which characterizes the topology of the graph and is invariant under graph automorphism. In this paper, we compute F-polynomial, Multiple F-index and Hyper F-index for some special graphs.

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Periodical:
Bulletin of Mathematical Sciences and Applications (Volume 20)
Pages:
36-43
Citation:
S. Ghobadi and M. Ghorbaninejad, "On F-Polynomial, Multiple and Hyper F-Index of some Molecular Graphs", Bulletin of Mathematical Sciences and Applications, Vol. 20, pp. 36-43, 2018
Online since:
November 2018
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References:

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