- #1
Number Nine
- 813
- 25
I've done some searching and have thus far come up empty handed, so I'm hoping that someone here knows something that I don't.
I'm wondering if there has been any work on the enumeration of groups of order n (up to isomorphism); specifically, has anyone derived a generating function? Ideally someone would have one for all groups of order n, but I would imagine that there must at least be one for, say, finite abelian groups?
I'm wondering if there has been any work on the enumeration of groups of order n (up to isomorphism); specifically, has anyone derived a generating function? Ideally someone would have one for all groups of order n, but I would imagine that there must at least be one for, say, finite abelian groups?