9-complete graph | 9-complete graph and singleton | 5-cocktail party graph | (5, 5)-complete bipartite graph | (4, 7)-complete bipartite graph | (5, 6)-complete bipartite graph | (4, 8)-complete bipartite graph | (2, 2, 8)-complete tripartite graph | (4, 4, 4)-complete tripartite graph | (3, 5)-windmill graph | (3, 11)-complete bipartite graph | three pentatopes | (3, 12)-complete bipartite graph | (3, 13)-complete bipartite graph | (3, 6)-windmill graph | (3, 14)-complete bipartite graph | three utility graphs | three 6-complete graphs | 18-septic graph 1 | (3, 7)-windmill graph | 7-triangular honeycomb rook graph (total: 21)

(1, 9)-Hamming graph | (1, 9)-lattice graph | (1, 9)-queen graph | (1, 9)-rook graph | (8, 9)-Harary graph | (9, 1)-Johnson graph | (9, 1)-Kneser graph | (9, 9)-Turán graph | 9-arc transitive graph 4 | 9-circulant graph (1, 2, 3, 4) | ...

10-graph 12003782

(10, 5)-Turán graph | 10-arc transitive graph 7 | 10-circulant graph (1, 2, 3, 4) | 10-edge-transitive graph 2 | 10-graph 12005163 | 10-vertex transitive graph 21 | (2, 2, 2, 2, 2)-complete 5-partite graph | (8, 10)-Harary graph

(10, 2)-Turán graph | 10-arc transitive graph 3 | 10-circulant graph (1, 3, 5) | 10-edge-transitive graph 7 | 10-graph 1731027 | 10-quintic graph 60 | 10-vertex transitive graph 12 | 31-Haar graph | (5, 1)-Goethals-Seidel block design graph | (5, 5)-complete 2-partite graph

11-edge-transitive graph 4 | (4, 7)-complete 2-partite graph

(11, 2)-Turán graph | 11-edge-transitive graph 5 | (5, 6)-complete 2-partite graph

12-edge transitive graph 12 | (4, 8)-complete 2-partite graph

(2, 2, 8)-complete 3-partite graph | (4, 8)-cone graph

(12, 3)-Turán graph | 12-arc transitive graph 6 | 12-circulant graph (1, 2, 4, 5) | 12-edge transitive graph 16 | 12-vertex transitive graph 63 | (3, 4)-wreath graph | (4, 4, 4)-complete 3-partite graph

14-edge transitive graph 9 | (3, 11)-complete 2-partite graph

| vertex count | edge count | connected component count 9-complete graph | 9 | 36 | 1 9-complete graph and singleton | 10 | 36 | 2 5-cocktail party graph | 10 | 40 | 1 (5, 5)-complete bipartite graph | 10 | 25 | 1 (4, 7)-complete bipartite graph | 11 | 28 | 1 (5, 6)-complete bipartite graph | 11 | 30 | 1 (4, 8)-complete bipartite graph | 12 | 32 | 1 (2, 2, 8)-complete tripartite graph | 12 | 36 | 1 (4, 4, 4)-complete tripartite graph | 12 | 48 | 1 (3, 5)-windmill graph | 13 | 30 | 1

cyclic | nonempty | nonplanar | pretzel | simple | weakly perfect

| complement graph name 9-complete graph | 9-empty graph 9-complete graph and singleton | 10-star graph 5-cocktail party graph | 5-ladder rung graph (5, 5)-complete bipartite graph | two pentatopes (4, 7)-complete bipartite graph | (not a named graph)