Binary operations on unordered pairs of types
Content created by Fredrik Bakke, Jonathan Prieto-Cubides and Egbert Rijke.
Created on 2022-05-01.
Last modified on 2023-06-08.
module foundation.binary-operations-unordered-pairs-of-types where
Imports
open import foundation.products-unordered-pairs-of-types open import foundation.universe-levels open import foundation.unordered-pairs
Idea
A binary operation on an unordered pair of types A indexed by a 2-element type I
is a map ((i : I) → A i) → B
.
Definition
binary-operation-unordered-pair-types : {l1 l2 : Level} (A : unordered-pair (UU l1)) (B : UU l2) → UU (l1 ⊔ l2) binary-operation-unordered-pair-types A B = product-unordered-pair-types A → B
Recent changes
- 2023-06-08. Fredrik Bakke. Remove empty
foundation
modules and replace them by their core counterparts (#644). - 2023-03-21. Fredrik Bakke. Formatting fixes (#530).
- 2023-03-14. Fredrik Bakke. Remove all unused imports (#502).
- 2023-03-13. Jonathan Prieto-Cubides. More maintenance (#506).
- 2023-03-07. Fredrik Bakke. Add blank lines between
<details>
tags and markdown syntax (#490).