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On Two Graffiti Conjectures about Fullerene Graphs (CROSBI ID 235009)

Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija

Faghani, Morteza ; Došlić, Tomislav On Two Graffiti Conjectures about Fullerene Graphs // MATCH : communications in mathematical and in computer chemistry, 76 (2016), 723-730

Podaci o odgovornosti

Faghani, Morteza ; Došlić, Tomislav

engleski

On Two Graffiti Conjectures about Fullerene Graphs

We use recently obtained lower bounds on the independence number of fullerene graphs to settle in affirmative a conjecture of the {; ; \em Graffiti}; ; software about the relationship between the independence number and the face independence number of a fullerene graph. We also consider another {; ; \em Graffiti}; ; conjecture, concerned with the relationship of the independence number and the radius of a fullerene graph, and show that it is not valid.

fullerene graph; face independence number; Graffiti; conjecture

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Podaci o izdanju

76

2016.

723-730

objavljeno

0340-6253

Povezanost rada

Matematika

Indeksiranost