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Enriched categories, topoi, abelian categories, monoidal categories, homological algebra.
2
votes
A naive question about SGA4
In retrospect, it appears that claims 1 and 2 both lie on the fact that one normally insists, in a category C (specifically, in the category of sets), that a morphism should determine its domain and c …
3
votes
2
answers
623
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A naive question about SGA4
Can someone explain to me the meaning of remark 1.1.2 at the begining of SGA4.1?
It says that if $C$ is a category that belongs to some universe $U$ (which I understand as "$\mathrm{Ob}(C)$ and $\mat …