Local McLaughlin graph
From Wikipedia, the free encyclopedia
| Local McLaughlin Graph | |
|---|---|
 The graph with 9-side symmetric embedding | |
| Vertices | 162 |
| Edges | 4536 |
| Properties |
Strongly regular Symmetric |
In the mathematical field of graph theory, the local McLaughlin graph is a regular undirected graph named after group theorist Jack E. McLaughlin with 162 vertices and 4536 edges. It is a strongly regular graph with parameters (162,56,10,24).
External links
- Weisstein, Eric W. "Local McLaughlin Graph". From MathWorld A Wolfram Web Resource.
- Andries E. Brouwer. "U43 (2nd subconstituent of the McLaughlin graph)". Author's personal site.
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