Sombor index of thorny graphs

Introduction/purpose: The thorny graph of a graph G is obtained by attaching pendent vertices to the vertices of G. A mathematical study of the Sombor index of thorny graphs is undertaken. Methods: Combinatorial graph theory is applied. Results: A general expression for the Sombor index of thorny graphs is obtained, as well as lower and upper bounds. Several special cases of this general expression are pointed out. Conclusion: The paper contributes to the theory of the Sombor index.

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Publication Details

Journal
Vojnotehnicki glasnik
Published
2025-01-01
DOI
https://doi.org/10.5937/vojtehg73-56402
Citations
1
Primary Topic
Graph theory and applications
Type
article
Field-Weighted Citation Impact
4.09
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article

Sombor index of thorny graphs

İvan Gutman
1 citations
Vojnotehnicki glasnik
Graph theory and applications
4.09
article

Sombor index of thorny graphs

İvan Gutman
article en
1 citations

Abstract

Introduction/purpose: The thorny graph of a graph G is obtained by attaching pendent vertices to the vertices of G. A mathematical study of the Sombor index of thorny graphs is undertaken. Methods: Combinatorial graph theory is applied. Results: A general expression for the Sombor index of thorny graphs is obtained, as well as lower and upper bounds. Several special cases of this general expression are pointed out. Conclusion: The paper contributes to the theory of the Sombor index.

Vojnotehnicki glasnikVol. 73(2)
University of Kragujevac (RS)
Openalex Percentile: Top 11%
Graph theory and applications
4.09
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Sombor index of thorny graphs — İvan Gutman · Vojnotehnicki glasnik (2025) | TGRS Research Map | TGRS