Homotopy Type Theory
decimal interval coalgebra > history (changes)
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Definition
< decimal interval coalgebra
A decimal interval coalgebra is a type with a strict order , terms , , a term
A decimal interval coalgebra homomorphism between two decimal interval coalgebras and is a function with terms , and
we define the type of decimal interval coalgebra homomorphisms between decimal interval coalgebras and to be
A decimal inter coalgebra is initial if the type of decimal interval colagebras from to any decimal interval coalgebra in a universe is contractible:
A decimal inter coalgebra is terminal if the type of decimal interval colagebras from any decimal interval coalgebra in a universe to is contractible:
Examples
See also
Last revised on June 10, 2022 at 03:26:22.
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