1.5 KiB
Changelog
Version 1.3.0
Removed unused modules and streamlined things more: All specific categories are
in the namespace Cat.Categories
.
Lemmas about categories are now in the appropriate record e.g. IsCategory
.
Also changed how category reexports stuff.
Rename the module Properties to Yoneda - because that's all it talks about now.
Rename Opposite to opposite
Add documentation in Category-module
Formulation of monads in two ways; the "monoidal-" and "kleisli-" form.
WIP: Equivalence of these two formulations
Also use hSets in a few concrete categories rather than just pure Set
.
Version 1.2.0
This version is mainly a huge refactor.
I've renamed
distrib
toisDistributive
arrowIsSet
toarrowsAreSets
ident
toisIdentity
assoc
toisAssociative
And added "type-synonyms" for all of these. Their names should now match their
type. So e.g. isDistributive
has type IsDistributive
.
I've also changed how names are exported in Functor
to be in line with
Category
.
Version 1.1.0
In this version categories have been refactored - there's now a notion of a raw category, and a proper category which has the data (raw category) as well as the laws.
Furthermore the type of arrows must be homotopy sets and they must satisfy univalence.
I've made a module Cat.Wishlist
where I just postulate things that I hope to
implement upstream in cubical
.
I have proven that IsCategory
is a mere proposition.
I've also updated the category of sets to adhere to this new definition.