Schläfli graph

References

Programmatic citations — every numbered marker resolves to a verifiable graph row below.

Direct Wikidata claims

1. [2] ↑ Schläfli graph — instance of (P31): claw-free graph. wikidata.org.
2. [3] ↑ Schläfli graph — instance of (P31): strongly regular graph. wikidata.org.
3. [4] ↑ Schläfli graph — instance of (P31): cyclic graph. wikidata.org.
4. [5] ↑ Schläfli graph — instance of (P31): Eulerian graph. House of Graphs. wikidata.org.
5. [6] ↑ Schläfli graph — instance of (P31): Hamiltonian graph. House of Graphs. wikidata.org.
6. [7] ↑ Schläfli graph — instance of (P31): polytopal graph. wikidata.org.
7. [8] ↑ Schläfli graph — instance of (P31): overfull graph. wikidata.org.
8. [9] ↑ Schläfli graph — named after (P138): Ludwig Schläfli. wikidata.org.
9. [10] ↑ Schläfli graph — studied by (P2579): graph theory. wikidata.org.
10. [11] ↑ Schläfli graph — has part(s) of the class (P2670): node. wikidata.org.
11. [12] ↑ Schläfli graph — has part(s) of the class (P2670): edge. wikidata.org.
12. [13] ↑ Schläfli graph — maintained by WikiProject (P6104): WikiProject Mathematics. wikidata.org.
13. [14] ↑ Schläfli graph — graph radius (P7391): {'amount': '+2'}. wikidata.org.
14. [15] ↑ Schläfli graph — graph diameter (P7462): {'amount': '+2'}. wikidata.org.
15. [16] ↑ Schläfli graph — graph girth (P8986): {'amount': '+3'}. wikidata.org.

Class ancestry

1. [1] ↑ Schläfli graph is an instance of undirected graph (Q3115587) [P31, primary]. Wikidata. wikidata.org.