Possible Duplicate:
Coloring the faces of a hypercube
In how many different ways, up to rotations, can we color each of the hyperfaces of a hypercube with one of $k$ colors? Consider all symmetries. I think this would involve Burnside's lemma.
Possible Duplicate:
Coloring the faces of a hypercube
In how many different ways, up to rotations, can we color each of the hyperfaces of a hypercube with one of $k$ colors? Consider all symmetries. I think this would involve Burnside's lemma.