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Math Help - Pairwise non-isomorphic formality

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    Pairwise non-isomorphic formality

    Hey everyone, I am trying to solve a problem which is:

    Find the number of pairwise non-isomorphic graphs with a certain property (the property is not important).

    My problem is that I have shown that all graphs with this given property are isomorphic, but now I am unsure as to whether this means there are NO pairwise non-isomorphic graphs of this type, since any 2 graphs you choose will be isomorphic (so the answer is 0), or whether since they are all isomorphic, we have a single isomorphism class and the answer is 1 (since we consider all graphs to be 'the same')

    It's an annoying formality, but I can't get my head around it.

    Any help on the matter would be much appreciated. Thanks.
    Last edited by Symphony6; November 29th 2009 at 08:14 AM.
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