I think you want something like this: {-# Language MultiParamTypeClasses , FlexibleInstances , FunctionalDependencies , UndecidableInstances , FlexibleContexts , OverlappingInstances #-} data Character a = Character { life :: Int, charaInner :: a } deriving (Show) data Gun a = Gun { firepower :: Int, gunInner :: a } deriving (Show) data Armor a = Armor { resistance :: Int, armorInner :: a } deriving (Show) class HasInner f where getInner :: f a -> a instance HasInner Character where getInner = charaInner instance HasInner Gun where getInner = gunInner instance HasInner Armor where getInner = armorInner class Has b a | a -> b where content :: a -> b instance (Has b a, HasInner f) => Has b (f a) where content a = content $ getInner a instance (HasInner f) => Has a (f a) where content a = getInner a chara = Character 100 $ Armor 40 $ Gun 12 () itsGun :: (Has (Gun b) a) => a -> Gun b itsGun = content You were missing a mechanism to extract the inner value from your datatypes. - Job On Wed, Apr 6, 2011 at 2:57 PM, Yves Parès <limestrael@gmail.com> wrote:
Hello Café,
I'm trying to get some modular data types. The idea that came to me is that I could stack them, for instance :
data Character a = Character { life :: Int, charaInner :: a }
data Gun a = Gun { firepower :: Int, gunInner :: a }
data Armor a = Armor { resistance :: Int, armorInner :: a }
Then a character with a gun and an armor can be build this way:
chara = Character 100 $ Armor 40 $ Gun 12
The idea now is to be able to get some part of the character:
itsGun :: Character ?? -> Gun ?? itsGun = content
Then content would be a class method:
class Has b a where content :: a -> b
And it would be recursively defined so that:
instance (Has c b, Has b a) => Has c a where content = (content :: b -> c) . (content :: a -> b)
Then itsGun would be more like:
itsGun :: (Has Gun a) => a -> Gun ?? itsGun = content
But after some juggling with extensions (ScopedTypeVariables, UndecidableInstances, IncoherentInstances...) I can't get it working.
Has someone a simpler way to achieve modular types?
_______________________________________________ Haskell-Cafe mailing list Haskell-Cafe@haskell.org http://www.haskell.org/mailman/listinfo/haskell-cafe