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- W3213670361 abstract "Presheaves on a small category are well-known to correspond via a category of elements construction to ordinary discrete fibrations over that same small category. Work of R. Pare proposes that presheaves on a small double category are certain lax functors valued in the double category of sets with spans. This paper isolates the discrete fibration concept corresponding to this presheaf notion and shows that the category of elements construction introduced by Pare leads to an equivalence of virtual double categories." @default.
- W3213670361 created "2021-11-22" @default.
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- W3213670361 date "2021-06-18" @default.
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- W3213670361 title "Discrete Double Fibrations" @default.
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