The Suzuki graph is a strongly regular graph with parameters . Its automorphism group has order 896690995200 and contains as a subgroup of order 2 the Suzuki sporadic group. It is named for Michio Suzuki.
| Suzuki graph | |
|---|---|
| Vertices | 1782 |
| Edges | 370,656 |
| Radius | 2 |
| Diameter | 2 |
| Girth | 3 |
| Automorphisms | 896,690,995,200 |
| Properties | Strongly regular Symmetric graph |
| Table of graphs and parameters | |