Neodvisnostni polinom dreves ni vedno logaritemsko konkaven, začenši z redom 26

An independent set in a graph is a collection of vertices that are not adjacent to each other. The cardinality of the largest independent set in G is represented by α(G). The independence polynomial of a graph G = (V, E) was introduced by Gutman and Harary in 1983 and is defined as I(G

Publication Details

Journal
Repository of the University of Primorsk (University of Primorska)
Published
2025-07-30
Primary Topic
Advanced Graph Theory Research
Type
article
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article

Neodvisnostni polinom dreves ni vedno logaritemsko konkaven, začenši z redom 26

Repository of the University of Primorsk (University of Primorska)
Advanced Graph Theory Research
article

Neodvisnostni polinom dreves ni vedno logaritemsko konkaven, začenši z redom 26

article en

Abstract

An independent set in a graph is a collection of vertices that are not adjacent to each other. The cardinality of the largest independent set in G is represented by α(G). The independence polynomial of a graph G = (V, E) was introduced by Gutman and Harary in 1983 and is defined as I(G

Repository of the University of Primorsk (University of Primorska)
Openalex Percentile: Top 30%
Advanced Graph Theory Research
Open Access PDFOpenAlex
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Neodvisnostni polinom dreves ni vedno logaritemsko konkaven, začenši z redom 26 · Repository of the University of Primorsk (University of Primorska) (2025) | TGRS Research Map | TGRS