Terminal globular types
Content created by Egbert Rijke.
Created on 2024-12-03.
Last modified on 2024-12-03.
{-# OPTIONS --guardedness #-} module globular-types.terminal-globular-types where
Imports
open import foundation.contractible-types open import foundation.universe-levels open import globular-types.globular-maps open import globular-types.globular-types
Idea
A globular type G
is said to be
terminal¶
if for any globular type H
the type of
globular maps H → G
is
contractible.
Definitions
The predicate of being a terminal globular type
is-terminal-Globular-Type : {l1 l2 : Level} → Globular-Type l1 l2 → UUω is-terminal-Globular-Type G = {l3 l4 : Level} (H : Globular-Type l3 l4) → is-contr (globular-map H G)
Recent changes
- 2024-12-03. Egbert Rijke. Hofmann-Streicher universes for graphs and globular types (#1196).