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For questions about simplicial sets, simplicial (co)algebras and simplicial objects in other categories; geometric realization, Dold-Kan correspondence, simplicial resolutions etc.

1 vote

Inner fibrations are Kan fibrations on Map sets

This should be a comment, but I have not enough reputation: if $ C,D $ are $ (\infty,1) $-categories then your statement is proved in Lemma 2.4.4.1 of Higher Topos Theory using the equivalence of map …
Alessandro's user avatar
6 votes
0 answers
533 views

Resolution of Simplicial Commutative Rings

I have just started learning some derived algebraic geometry. I was told that (if $ \mathrm{char}(\mathbb{K})=0 $) using commutative differential graded algebras in negative degree (for short $ \mathr …
Alessandro's user avatar