DistanceRegular.org
Games graph
This graph is named after Richard A. Games.
Number of vertices:
$729$
Diameter:
$2$
Intersection array:
$\{112,110;1,20\}$
Spectrum:
$112^1 4^{616} (-23)^{112}$
Automorphism group:
$3^{6}:2.\mathrm{PSL}(3,4).2$
Distance-transitive:
No
Primitive
Downloads
Adjacency matrix
Adjacency matrix in GAP format
Adjacency matrix in CSV format
Graph in GRAPE format
References
A.E. Brouwer and J.H. van Lint, Strongly Regular Graphs and Partial Geometries, in Enumeration and design (eds D.M. Jackson, S.A. Vanstone), Academic Press, Toronto, 1984.
A.V. Bondarenko and D.V. Radchenko,
On a family of strongly regular graphs with λ=1
, J. Combin. Theory (B) 103 (2013), 521-531.
Back to:
A-Z index
•
Graphs with 501-1000 vertices
•
Graphs with diameter 2
Last updated: 29 February 2024