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“cayleys theorem but for all of mathematics” is a hyperbolic way to say it but not by as much as it sounds like
Nice analogy. Of course, Cayley's theorem is obvious, and I'd say no more than moderately interesting (though useful). Not trying to diss CT here! Just holding up a high standard: if CT was the most interesting result in group theory, we wouldn't think group theory interesting
Yeah. I think a lot of people like to say that the Yoneda lemma is the stupidest interesting thing in CT or something like that. It’s one of those “either trivial or absurdly deep” things.
Thanks - that's useful context.
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