Euler–Riemann Zeta Function and Chebyshev–Stirling Numbers of the First Kind

Ballantine, Cristina; Merca, Mircea

doi:10.1007/s00009-018-1172-2

Mediterr. J. Math.

2018

DOI: 10.1007/s00009-018-1172-2

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Euler–Riemann Zeta Function and Chebyshev–Stirling Numbers of the First Kind

Cristina Ballantine

Mircea Merca

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2021

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Two modified Zagreb indices for random structures

Shi

Gao

2021

Main Group Metal Chemistry

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Random structure plays an important role in the composition of compounds, and topological index is an important index to measure indirectly the properties of compounds. The Zagreb indices and its revised versions (or redefined versions) are frequently used chemical topological indices, which provide the theoretical basis for the determination of various physical-chemical properties of compounds. This article uses the tricks of probability theory to determine the reduced second Zagreb index and hyper-Zagreb index of two kinds of vital random graphs: G(n, p) and G(n, m).

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Two modified Zagreb indices for random structures

Shi

Gao

2021

Main Group Metal Chemistry

View full text Add to dashboard Cite

show abstract

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Euler–Riemann Zeta Function and Chebyshev–Stirling Numbers of the First Kind

Cited by 1 publication

References 24 publications

Two modified Zagreb indices for random structures

Two modified Zagreb indices for random structures

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