Distance-regular graphs from 151 to 200 vertices

GraphNo. of verticesDiameter
$J(18,2)$1532
$\mathrm{K}(18,2)$1532
Doubled $M_{22}$ graph1545
Grassmann graph $J_2(5,2)$1552
Point graphs of $\mathrm{GQ}(5,5)$s1562
Paley graph $P_{157}$1572
Flag graph of $GQ(3,3)$1604
2nd subconstituent of McLaughlin graph1622
Complement of the 2nd subconstituent of McLaughlin graph1622
Van Lint–Schrijver graph1624
Incidence graph of $AG(2,9)$ minus a parallel class1624
$J(11,3)$1653
Point graph of $\mathrm{GQ}(4,8) \cong \mathrm{U}(5,2)$ graph1652
$H(2,13)$1692
Paley graph $P_{169}$1692
Rank-3 $\mathrm{SRG}(169,72,31,30)$1692
Incidence graph of $GQ(4,4)$1704
$J(19,2)$1712
$\mathrm{K}(19,2)$1712
Paley graph $P_{173}$1732
Line graph of Hoffman-Singleton graph1753
$\overline{\mathrm{NU}_5(2)}$ graph1762
$\mathrm{NU}_5(2)$ graph1762
$\mathrm{SRG}(176,70,18,34)$1762
$\mathrm{SRG}(176,105,68,54)$1762
Paley graph $P_{181}$1812
Incidence graph of $PG(2,9)$1823
Flag graph of $PG(2,5)$1863
Line graph of Tutte's 12-cage1896
$J(20,2)$1902
$\mathrm{K}(20,2)$1902
$H(2,14)$1962
Doubled Higman-Sims graph2005

Back to: Graphs by number of vertices
Last updated: 23 July 2024