Closed marcinjangrzybowski closed 7 months ago
new modules:
additions:
Cubical/Categories/Adjoint.agda - added composiiton of adjunctions
Cubical/Categories/Equivalence/WeakEquivalence.agda - Equivalence of Categories is equivalent to Path between Univalent Categories
Cubical/Categories/Instances/Functors.agda - currying of functors is an isomorphism.
Cubical/Foundations/Transport.agda - transport-filler-ua = ua-gluePath
some other minor helpers
I will reopen after spliting into more generic categorical stuff vs relations stuff vs setoids
new modules:
additions:
Cubical/Categories/Adjoint.agda - added composiiton of adjunctions
Cubical/Categories/Equivalence/WeakEquivalence.agda - Equivalence of Categories is equivalent to Path between Univalent Categories
Cubical/Categories/Instances/Functors.agda - currying of functors is an isomorphism.
Cubical/Foundations/Transport.agda - transport-filler-ua = ua-gluePath
some other minor helpers