geometry, the Schläfli double six is a configuration of 30 points and 12 lines in three-dimensional Euclidean space, introduced by Ludwig Schläfli in 1858....

come from Schläfli's work on higher dimensions. Among the many topics of Schläfli other later works were the discovery of the Schläfli double six from Cayley's...

using these engines Schläfli double six, two sets of six lines in space with each line crossing five from the other set Double Six, a race horse that won...

configuration. (124 163), the Reye configuration. (125 302), the Schläfli double six, formed by 12 of the 27 lines on a cubic surface (153), the Cremona–Richmond...

polytopes and tessellations. The Schläfli symbol is named after the 19th-century Swiss mathematician Ludwig Schläfli,: 143  who generalized Euclidean...

the arrangement. They are associated with ruled surfaces and the Schläfli double six configuration. A quadrisecant is a line that intersects a curve,...

In the mathematical field of graph theory, the Schläfli graph, named after Ludwig Schläfli, is a 16-regular undirected graph with 27 vertices and 216...

optimal values of C and K are. Projective geometries Moufang polygon Schläfli double six Reye configuration Cremona–Richmond configuration Kummer configuration...

earliest description of these lines, see Schlafli 2.)". Schläfli 1858; this paper of Schläfli's describing the double six configuration was one of the only fragments...

8-vertex crown graph is isomorphic to the graph of a cube. In the Schläfli double six, a configuration of 12 lines and 30 points in three-dimensional space...