[Haskell-cafe] Re: Re: type class question
Jules Bean
jules at jellybean.co.uk
Fri Dec 7 13:26:20 EST 2007
Peter Padawitz wrote:
>>> So the fundep would solve the problem.
>
> But, actually, it doesn't :-(
But actually, it does!
Ben Franksen's answer from yesterday compiles fine for me if I add the
missing fundep, block -> command.
Your original code compiles without error, given the fundep. Exact code
I compiled attached at the bottom of this document. You may have to
repair long lines!
Incidentally, I question why the "compFoo" are methods. Why not just
make them polymorphic functions? They don't look like you expect
instances to change them. The code continues to compile if I make them
functions and amend their signatures as required.
Jules
{-# LANGUAGE MultiParamTypeClasses, FunctionalDependencies #-}
type Block = [Command]
data Command = Skip | Assign String IntE | Cond BoolE Block Block | Loop
BoolE Block
data IntE = IntE Int | Var String | Sub IntE IntE | Sum [IntE] | Prod
[IntE]
data BoolE = BoolE Bool | Greater IntE IntE | Not BoolE
class Java block command intE boolE | block -> command, command -> intE,
intE -> boolE, boolE -> block
where block_ :: [command] -> block
skip :: command
assign :: String -> intE -> command
cond :: boolE -> block -> block -> command
loop :: boolE -> block -> command
intE_ :: Int -> intE
var :: String -> intE
sub :: intE -> intE -> intE
sum_ :: [intE] -> intE
prod :: [intE] -> intE
boolE_ :: Bool -> boolE
greater :: intE -> intE -> boolE
not_ :: boolE -> boolE
compBlock :: Block -> block
compBlock = block_ . map compCommand
compCommand :: Command -> command
compCommand Skip = skip
compCommand (Assign x e) = assign x (compIntE e)
compCommand (Cond be cs cs') = cond (compBoolE be) (compBlock
cs) (compBlock cs')
compCommand (Loop be cs) = loop (compBoolE be) (compBlock cs)
compIntE :: IntE -> intE
compIntE (IntE i) = intE_ i
compIntE (Var x) = var x
compIntE (Sub e e') = sub (compIntE e) (compIntE e')
compIntE (Sum es) = sum_ (map compIntE es)
compIntE (Prod es) = prod (map compIntE es)
compBoolE :: BoolE -> boolE
compBoolE (BoolE b) = boolE_ b
compBoolE (Greater e e') = greater (compIntE e) (compIntE e')
compBoolE (Not be) = not_ (compBoolE be)
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