Homotopy Type Theory
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Defintion
Let be a meet-semilattice. A -enriched poset or poset enriched over/in is a type with
Examples
- A Lawvere metric space is a -enriched poset, where are the
positive non-negative extended Dedekind real numbers.
- A strictly ordered type is a -enriched poset, where is the opposite preorder of the type of propositions in a universe .
See also
Revision on May 19, 2022 at 05:07:22 by
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