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About the Yoneda objects of a locally presentable category

The usual name for "Yoneda objects" is "tiny" or "small-projective". In general the tiny objects in a presheaf category are the retracts of representables. In particular, if $A$ is Cauchy-complete, …
Mike Shulman's user avatar
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9 votes
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Example of non accessible model categories

I don't know whether set-theoretic hypotheses are necessary to answer this question. But if we assume the negation of Vopěnka's principle, here is an example: by Example 6.12 of Adamek-Rosicky Locall …
Mike Shulman's user avatar
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37 votes
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Reasons to believe Vopenka's principle/huge cardinals are consistent

Most of the arguments previously presented take a set-theoretic/logical point of view and apply to large cardinal axioms in general. There's a lot of good stuff there, but I think there are additiona …
Mike Shulman's user avatar
  • 66.8k