Wolfram Language & System 10.4 (2016)|Legacy Documentation
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returns a Cayley graph representation of group.
- CayleyGraph[group] returns a graph object with head Graph.
- A Cayley graph is both a description of a group and of the generators used to describe that group. The generators are those returned by the function GroupGenerators.
- Group elements are represented as vertices, and generators are represented as directed edges. An edge from a group element to an element means that the product of with the generator of the edge gives .
- Vertices are numbered as ordered by GroupElements and GroupElementPosition. The identity element is always numbered 1.
- Generators are represented by default using different colors, with increasing Hue values for the elements listed by GroupGenerators.
Introduced in 2010