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Our (3,14)-graph of order 384 can be viewed as a lift of the graph
in the figure below. The lifting group is non-abelian of order
48, and is #18 in the
GAP catalog
for groups of order 48.
The group is a semidirect product of a cyclic group of order 3 by
a generalized quaternion group of order 16.
Information on lifts, and more details about this and other graphs, can be seen here. A note in the Electronic Journal of Combinatorics on this graph can be found here. |
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Geoff Exoo