Enumeration of the Additive Degree–Kirchhoff Index in the Random Polygonal Chains

descriptionPublicationkeyboard_double_arrow_right Article , Other literature type 28 Jul 2022 English Publisher:MDPI AGJournal:Axioms, volume 11, page 373 (eissn: 2075-1680,

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Authors: Xianya Geng; Wanlin Zhu;

doi: 10.3390/axioms11080373

Enumeration of the Additive Degree–Kirchhoff Index in the Random Polygonal Chains

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Abstract

The additive degree–Kirchhoff index is an important topological index. This paper we devote to establishing the explicit analytical expression for the simple formulae of the expected value of the additive degree–Kirchhoff index in a random polygon. Based on the result above, the additive degree–Kirchhoff indexes of all polygonal chains with extremal values and average values are obtained.

Related Organizations

Anhui University of Science and Technology
China (People's Republic of)

Keywords

random polygonal chains, expected value, extremal value, additive degree–Kirchhoff index, QA1-939, average value, Mathematics

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