Graph | No. of vertices | Diameter |

Unitary graph from $\mathrm{P} \Gamma \mathrm{U}(3,4)$ | 208 | 3 |

$J(10,4)$ | 210 | 4 |

$H(3,6)$ | 216 | 3 |

Rijeka graph | 216 | 2 |

Cameron graph | 231 | 2 |

$H(5,3)$ | 243 | 5 |

Berlekamp-van Lint-Seidel graph | 243 | 2 |

Delsarte graph | 243 | 2 |

Coset graph of shortened ternary Golay code | 243 | 4 |

$J(10,5)$ | 252 | 5 |

Doubled Odd graph $D(O_5)$ | 252 | 9 |

8-cube $Q_8 \cong H(8,2)$ | 256 | 8 |

Folded 9-cube | 256 | 4 |

Halved 9-cube | 256 | 4 |

Halved folded 10-cube | 256 | 2 |

$H(4,4)$ | 256 | 4 |

Livingstone graph | 266 | 4 |

Incidence graph of $PG(2,11)$ | 266 | 3 |

McLaughlin graph | 275 | 2 |

Unitals in $PG(2,4)$ | 280 | 4 |

Leonard graph | 288 | 4 |

Incidence graphs of Leonard semibiplanes | 288 | 3 |

*Back to:* Graphs by number of vertices

*Last updated: 26 March 2024 *