Bounds for Sombor index using topological and statistical indices
Publish Year: 1404
Type: Journal paper
Language: English
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Document National Code:
JR_JDMA-10-1_005
Index date: 15 March 2025
Bounds for Sombor index using topological and statistical indices abstract
In this study, we find some bounds for the Sombor index of a graph G by some topological and statistical indices such as {\it arithmetic index}, {\it geometric index}, {\it arithmetic-geometric (AG) index}, {\it geometric-arithmetic (GA) index}, {\it symmetric division degree index (SDD(G))}, and some central and dispersion indices. The bounds can state estimated values and error intervals for the Somber index and show limits of accuracy. Error intervals are expressed as inequalities.
Bounds for Sombor index using topological and statistical indices Keywords:
Bounds for Sombor index using topological and statistical indices authors
Hasan Barzegar
Department of mathematics, Tafresh university.
Maryam Mohammadi
Department of mathematics, Tafresh university, Tafresh, Iran
