even more interesting is that a subset of the sequences in X can produce another set of sequences B, where each bi in B is just the binary representation of xi with length n (left-padded with 0s).
Arranged into a square, these sequences in B form n by n matrices that are the adjacency matrix of a graph, and the set of graphs so produced are non-isomorphic.
Which is pretty cool, I think.
(,
Wed 20 May 2009, 18:56,
archived)
Arranged into a square, these sequences in B form n by n matrices that are the adjacency matrix of a graph, and the set of graphs so produced are non-isomorphic.
Which is pretty cool, I think.