Graphs with minimal number of vertices for the ({3,4,5,6},3)-spheres with specific symmetries

Name: Graphs with minimal number of vertices for the ({3,4,5,6},3)-spheres with specific symmetries
Creator: Mathieu Dutour
Published: 2024-09-04T19:26:29.886Z
Keywords: Mathematics, Graph Theory

Dutour, Mathieu

doi:10.17632/7w5bh92xjz.1

Graphs with minimal number of vertices for the ({3,4,5,6},3)-spheres with specific symmetries

Published: 4 September 2024| Version 1 | DOI: 10.17632/7w5bh92xjz.1

Contributor:

Mathieu Dutour

Description

The paper gives the possible symmetries of the classes of graphs considered. The minimal examples are determined for all of them. The files are in this dataset.

Graphs with minimal number of vertices for the ({3,4,5,6},3)-spheres with specific symmetries

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