Tag: Univalence
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Discussing “All (∞,1)-Toposes Have Strict Univalent Universes”
I have written before about 2-category theory, where we have objects, arrows between objects, and arrows (sometimes called 2-cells) between those arrows. The canonical example are collections of categories, which have layers of categories; functors; and natural transformations. ∞-categories generalise this to an infinite stack of layers of n-cells. An (∞,1)-category is a special case…
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