6-cycle graph | cubical graph | 5-crown graph | two hexagons | icosahedral graph | 6-crown graph | 7-crown graph | two cubes | 8-crown graph | three hexagons | 9-crown graph | two 5-crown graphs | 10-crown graph | 6-tetrahedral graph | 11-crown graph | 12-crown graph | 13-crown graph | 14-crown graph | locally 13-Paley graph | 15-crown graph | ... (total: 34)

(1, 1, 1)-hexagonal grid graph | (1, 6, 1)-honeycomb toroidal graph | (1, 6, 5)-honeycomb toroidal graph | (1, 6)-KC graph | 1-fusene graph 1 | 1-middle layer graph | 1-polyhex bar | (2, 2, 3)-Bouwer graph | (2, 3)-bar graph | (2, 3)-rook complement graph | ...

11-Haar graph | 13-Haar graph | 14-Haar graph | (1, 8, 3)-honeycomb toroidal graph | (1, 8, 5)-honeycomb toroidal graph | (2, 2, 2)-grid graph | (2, 4, 2)-honeycomb toroidal graph | (2, 4, 4)-honeycomb toroidal graph | (2, 4)-KC graph | (2, 4)-rook complement graph | ...

10-arc transitive graph 2 | 10-circulant graph (1, 3) | 10-edge-transitive graph 8 | 10-graph 1727519 | 10-quartic graph 59 | 10-vertex transitive graph 8 | 23-Haar graph | (2, 5)-rook complement graph | 27-Haar graph | 29-Haar graph | ...

12-circulant graph (2) | 12-vertex transitive graph 4 | 34-Haar graph | 40-Haar graph

(12, 3915415)-polyhedral graph | (12, 4198)-triangulated graph | 12-arc transitive graph 7 | 12-edge transitive graph 11 | 12-quintic graph 6753 | 12-vertex transitive graph 31 | 3915415-dodecahedral graph | (5, 1)-nonbipartite (0, 2)-graph

12-arc transitive graph 8 | 12-edge transitive graph 10 | 12-quintic graph 7848 | 12-vertex transitive graph 25 | (2, 6)-rook complement graph | 47-Haar graph | 55-Haar graph | 59-Haar graph | (6, 1)-bipartite Kneser graph | 61-Haar graph | 62-Haar graph

111-Haar graph | 119-Haar graph | 123-Haar graph | 125-Haar graph | 126-Haar graph | 14-arc transitive graph 3 | 14-circulant graph (1, 3, 5) | 14-edge transitive graph 11 | 14-sextic graph 21609300 | 14-vertex transitive graph 20 | ...

138-Haar graph | 162-Haar graph | 168-Haar graph | 16-vertex transitive graph 11 | (8, 2, 2)-I graph | two 4-prisms

16-arc transitive graph 11 | 16-edge transitive graph 18 | 16-vertex transitive graph 96 | 191-Haar graph | 223-Haar graph | 239-Haar graph | 247-Haar graph | 251-Haar graph | 253-Haar graph | 254-Haar graph | ...

18-circulant graph (3) | 18-vertex transitive graph 5 | 260-Haar graph | 288-Haar graph

| vertex count | edge count | connected component count 6-cycle graph | 6 | 6 | 1 cubical graph | 8 | 12 | 1 5-crown graph | 10 | 20 | 1 two hexagons | 12 | 12 | 2 icosahedral graph | 12 | 30 | 1 6-crown graph | 12 | 30 | 1 7-crown graph | 14 | 42 | 1 two cubes | 16 | 24 | 2 8-crown graph | 16 | 56 | 1 three hexagons | 18 | 18 | 3

arc-transitive | bridgeless | cyclic | distance-regular | distance-transitive | edge-transitive | local | multigraphic | nonempty | perfect matching | regular | simple | switchable | symmetric | Taylor | vertex-transitive | weakly regular

| complement graph name 6-cycle graph | 3-prism graph cubical graph | (2, 4)-rook graph 5-crown graph | (2, 5)-rook graph two hexagons | 12-circulant graph (1, 3, 4, 5, 6) icosahedral graph | 12-vertex transitive graph 40