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#1 Re: Euler Avenue » Group of order 512 » 2009-06-08 23:34:59

Thank you! That's incredibly helpful. Now I've seen your list it all makes sense.

#2 Euler Avenue » Group of order 512 » 2009-06-07 19:39:04

matt00hew
Replies: 6

I'm interested in a problem that has turned out to be a group of order 512. Abelian and non cyclic. Is there a catalogue somewhere so I can find out which group it is? Or tests to do to narrow down the options?

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