module FrontEnd.Tc.Kind( Kind(..), KBase(..), Kindvar(..), KindConstraint(..), kindCombine, kindStar, kindUTuple, kindFunRet, kindHash, kindArg, isSubsumedBy, unfoldKind ) where import Data.DeriveTH import Data.Derive.All import Data.Monoid import Control.Monad import Data.IORef import Data.Binary import Doc.DocLike import Doc.PPrint(pprint,pprintPrec,PPrint) import Name.Name {- KQuest = ? star or hash or unboxed tuple KQuestQuest = ?? star or hash KUTuple = (#) unboxed tuple Star = * boxed value KHash = # unboxed value Kfun = (->) KNamed Foo = Foo named kind we have the following subkinding going on ? / \ ?? (#) /\ * # in addition, user defined named kinds are allowed. these can only occur via kind annotations, and only unify with themselves -} data KBase = Star | KHash | KUTuple | KQuestQuest | KQuest | KNamed Name deriving(Eq, Ord) -- but we need them for kind inference KNamed s1 `isSubsumedBy2` KNamed s2 = s1 == s2 _ `isSubsumedBy2` KQuest = True Star `isSubsumedBy2` KQuestQuest = True KHash `isSubsumedBy2` KQuestQuest = True k1 `isSubsumedBy2` k2 = k1 == k2 kindStar = KBase Star kindHash = KBase KHash kindUTuple = KBase KUTuple kindFunRet = KBase KQuest kindArg = KBase KQuestQuest data Kind = KBase KBase | Kfun Kind Kind | KVar Kindvar -- variables aren't really allowed in haskell in kinds deriving(Eq, Ord) -- but we need them for kind inference KBase kb `isSubsumedBy` KBase kb' = isSubsumedBy2 kb kb' Kfun k1 k2 `isSubsumedBy` Kfun k1' k2' = isSubsumedBy k1 k1' && isSubsumedBy k2 k2' _ `isSubsumedBy` _ = False kindCombine :: Monad m => Kind -> Kind -> m Kind kindCombine x y = g x y where f x y | x == y = return x f KQuest x = fquest x f x KQuest = fquest x f KQuestQuest x = fquest2 x f x KQuestQuest = fquest2 x f x y = fail $ "kindCombine: " ++ show (x,y) fquest (KNamed n) = fail $ "Attempt to unify named kind" <+> tshow n <+> "with ?" fquest x = return x fquest2 (KNamed n) = fail $ "Attempt to unify named kind" <+> tshow n <+> "with ??" fquest2 KUTuple = fail $ "Attempt to unify unboxed tuple with ??" fquest2 KQuest = return KQuestQuest fquest2 x = return x g (KBase x) (KBase y) = f x y >>= return . KBase g (Kfun a b) (Kfun a' b') = return Kfun `ap` g a a' `ap` g b b' g x y = fail $ "kindCombine: " ++ show (x,y) data KindConstraint = KindSimple -- ^ * | kindSimple -> kindSimple | KindQuest -- ^ ?, so * or (#) or # | KindQuestQuest -- ^ ??, * or # | KindStar -- ^ must be * | KindAny -- ^ may be anything deriving(Eq,Ord,Show) -- note that named kinds are never infered, so we don't need constraints -- mentioning them. instance Monoid KindConstraint where mempty = KindAny mappend a b | a == b = a mappend KindAny k = k mappend KindStar _ = KindStar mappend KindSimple KindQuest = KindStar mappend KindSimple KindQuestQuest = KindStar mappend KindQuest KindQuestQuest = KindQuestQuest mappend k1 k2 = mappend k2 k1 data Kindvar = Kindvar { kvarUniq :: !Int, kvarRef :: IORef (Maybe Kind), kvarConstraint :: KindConstraint } instance Binary Kindvar where put _ = return () get = return (error "Binary.Kindvar.get") instance Eq Kindvar where a == b = kvarUniq a == kvarUniq b instance Ord Kindvar where a `compare` b = kvarUniq a `compare` kvarUniq b instance Show Kind where showsPrec n k = pprintPrec n k instance Show Kindvar where showsPrec n k = pprintPrec n k instance Show KBase where showsPrec _ Star = showString "*" showsPrec _ KUTuple = showString "(#)" showsPrec _ KHash = showString "#" showsPrec _ KQuest = showString "?" showsPrec _ KQuestQuest = showString "??" showsPrec _ (KNamed n) = shows n instance DocLike d => PPrint d KBase where pprint kb = text (show kb) instance DocLike d => PPrint d Kind where pprintPrec _ (KBase b) = pprint b pprintPrec _ (KVar kindVar) = pprint kindVar pprintPrec p k | p > 9 = parens $ pprint k pprintPrec _ (Kfun k1 k2) = pprintPrec 10 k1 <+> text "->" <+> pprint k2 instance DocLike d => PPrint d Kindvar where pprint Kindvar { kvarUniq = s } = text $ 'k':show s -- * -> * == [*,*] -- (*->*->*) -> * -> * == [(*->*->*), *, *] unfoldKind :: Kind -> [Kind] unfoldKind (Kfun k1 k2) = k1 : unfoldKind k2 unfoldKind v = [v] $(derive makeBinary ''KBase) $(derive makeBinary ''Kind)