As the title suggest, I do not understand what the difference between isomorphism and equality is in terms of graph theory. I have tried searching the internet but the few definitions I could find for each did not really shed light on the difference. I know that an isomorphism is when there is a bijection between the two edge sets but I thought that is how set equality was defined also? Any help would be appreciated. Also, I do apologize if this is in the wrong section, perhaps it should have been in the set theory section...(adsbygoogle = window.adsbygoogle || []).push({});

Thanks

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# Difference between isomorphism and equality in graph theory?

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