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|
-- test reification of data declarations
{-# LANGUAGE TypeFamilies, TypeApplications, PolyKinds #-}
module TH_reifyDecl1 where
import Data.Kind as K
import System.IO
import Language.Haskell.TH
import Text.PrettyPrint.HughesPJ
infixl 3 `m1`
-- simple
data T = A | B
-- parametric
data R a = C a | D
-- recursive
data List a = Nil | Cons a (List a)
-- infix operator
data Tree a = Leaf | Tree a :+: Tree a
-- type declaration
type IntList = [Int]
-- newtype declaration
newtype Length = Length Int
-- simple class
class C1 a where
m1 :: a -> Int
-- class with instances
class C2 a where
m2 :: a -> Int
instance C2 Int where
m2 x = x
-- associated types
class C3 a where
type AT1 a
data AT2 a
instance C3 Int where
type AT1 Int = Bool
data AT2 Int = AT2Int
-- type family
type family TF1 a
-- type family, with instances
type family TF2 a
type instance TF2 Bool = Bool
-- data family
data family DF1 a
-- data family, with instances
data family DF2 a
data instance DF2 Bool = DBool
data family DF3 (a :: k)
data instance DF3 @K.Type a = DF3Bool
data instance DF3 @(K.Type -> K.Type) b = DF3Char
$(return [])
test :: ()
test = $(let
display :: Name -> Q ()
display q = do { i <- reify q; runIO $ hPutStrLn stderr (pprint i) }
in do { display ''T
; display ''R
; display ''List
; display ''Tree
; display ''IntList
; display ''Length
; display 'Leaf
; display 'm1
; display ''C1
; display ''C2
; display ''C3
; display ''AT1
; display ''AT2
; display ''TF1
; display ''TF2
; display ''DF1
; display ''DF2
; display ''DF3
; [| () |] })
|
