Homotopy Type Theory dense relation > history (Rev #3)

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Definition

A binary endorelation ↦\mapsto over a type AA is dense if it comes with a family of dependent terms

a:A,b:A⊢d(a,b):(a↦b)→‖∑ c:A(a↦c)×(c↦b)‖a:A, b:A \vdash d(a, b): (a \mapsto b) \to \Vert \sum_{c:A} (a \mapsto c) \times (c \mapsto b) \Vert

See also

Revision on March 17, 2022 at 20:53:22 by Anonymous?. See the history of this page for a list of all contributions to it.

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