/CHANGELOG
http://github.com/ekmett/category-extras · #! · 54 lines · 45 code · 9 blank · 0 comment · 0 complexity · 9a1137eb7ba6f5a2a3dd22566a516669 MD5 · raw file
- 0.45.0
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- * Removed workarounds for GHC 6.8
- 0.44.5
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- * Added Monad, Applicative, etc. and monad transformer instances to Control.Monad.Indexed.Cont and Control.Monad.Indexed.State
- * Created Control.Monad.Indexed.Trans and Control.Monad.Indexed.Fix
- * Added Instances for Kan Extensions
- 0.50.0
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- * Moved back to type families
- 0.50.3
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- * Renamed 'Alg' to 'Algebra', renamed AlgH to HAlgebra, etc.
- * Added Di- and Bi- algebras
- * Added Janis Voigtlaender's asymptotic free monad improvements and their dual, but noted it just uses the right Kan extension
- of a monad.
- * Added Elgot (Co)Algebras
- 0.50.4
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- * Added the Yoneda lemma as a right Kan extension along the Identity monad
- * Added limits and colimits and right and left Kan extensions
- * Added adjunction composition and higher order adjunction composition
- * Added adjunctions as Kan extensions in Control.Functor.Adjunction
- * Lifted more monad instances into right Kan extensions
- * Renamed (Co)freeLike to (Co)monad(Co)ideal
- * Added a lot of HFunctor instances including much of the MTL.
- 0.51.2
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- * Fixed support for 6.8
- 0.51.5
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- * Added CoYoneda to Control.Functor.Yoneda
- * Added Lambek's lemma (and its dual) in Control.Morphism.Cata (Control.Morphism.Ana)
- * Added a Run(Co)Monad(Co)Free class to encapsulate cataFree (anaFree)
- * Generalized dyna-, futu-, histo-, and chrono- morphisms to run over the appropriate kth left- and right- Kan extensions
- of their associated (co)free monads as well as the basic (co)free monad. This may permit asymptotic free monad
- improvement in some recursion schemes.
- 0.52.1
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- * Added Control.Category.Discrete to represent |Hask|
- 0.53.0
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- * Added Fokkinga's prepro- and postpro- morphisms. Generalized them to allow them to be parameterized by (co)monads and
- derived the corresponding methods for (zygo, para, futu, histo, etc.)-(pre|post)promorphisms.