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17 votes

Are there categories whose internal hom is somewhat 'exotic'?

Here are a slightly different flavor of examples. Of course as mentioned by Peter Lumsdaine, the trick is always the same: looking at categories where $Hom(I,X)$ looks quite different from the "underl …
Simon Henry's user avatar
  • 42.4k
19 votes
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An extension of the Galois theory of Grothendieck

The point of view where this title comes from is that Grothendieck's theorem can be seen as a characterization of toposes of the form $BG$ for $G$ a profinite group. It shows that some toposes can be …
Simon Henry's user avatar
  • 42.4k