Finite 2-geodesic-transitive graphs of valency 9 (Q2811829)
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scientific article; zbMATH DE number 6592414
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Finite 2-geodesic-transitive graphs of valency 9 |
scientific article; zbMATH DE number 6592414 |
Statements
10 June 2016
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transitive graphs
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geodesic transitive
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automorphism group
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0.9072254
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0.90555644
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0.9010047
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0.87045467
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0.86484534
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0.8646531
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0.8626511
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0.8531815
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Finite 2-geodesic-transitive graphs of valency 9 (English)
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The graph \(\Gamma\) is said to be \(s\)-geodesic transitive, if \(\Gamma\) contains an \(s\)-geodesic and its automorphism group is transitive on the set of \(t\)-geodesics for all \(t\leq s\). The authors give a classification of the family of \(2\)-geodesic transitive graphs having valency \(9\). The authors also completely determined those graphs which are geodesic transitive.
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