In dependent type theory, given types and , a correspondence is a type family . A dependent correspondence is like such an correspondence but where we allow to also depend on .
In dependent type theory (homotopy type theory), given a type and a type family , a dependent correspondence is a type family .
Every correspondence is a dependent correspondence where does not depend upon .
Every dependent anafunction is a dependent correspondence which comes with a family of witnesses
that for each element , the dependent sum type is a contractible type.
correspondence, dependent correspondence
Created on January 7, 2023 at 05:01:52. See the history of this page for a list of all contributions to it.