I'm trying to update a record in an IO-function. I have tried to use the state-monad without success. I saw a comment somewhere that it was possible to solve a similar problem with the state-monad. Is it possible to use the State-monad to do this or do I have to use a monad transformer? If so I would be grateful for a short explanation on how to do it.
{-# LANGUAGE GADTs #-}
data CarState = CS {color :: String }
initState :: CarState
initState = CS {color = "white"}
data Car where
ChangeColor :: String -> Car
func :: Car -> CarState -> IO ()
func (ChangeColor col) cs = do
putStrLn ("car is " ++ show(color cs))
-- Change state here somehow
-- colorChange "green"
putStrLn ("car is now" ++ show(color cs))
main :: IO ()
main = func (ChangeColor "green") initState
colorChange :: String -> MyState CarState String
colorChange col = do
cs <- get
put $ cs {color = col}
return col
data MyState s a = St (s -> (a,s))
runSt :: MyState s a -> s -> (a,s)
runSt (St f) s = f s
evalSt :: MyState s a -> s -> a
evalSt act = fst . runSt act
get :: MyState s s
get = St $ \s -> (s,s)
put :: s -> MyState s ()
put s = St $ \_ -> ((),s)
instance Monad (MyState s) where
return x = St $ \s -> (x,s)
(St m) >>= k = St $ \s_1 -> let (a, s_2) = m s_1
St k_m = k a
in k_m s_2
instance Functor (MyState s) where
fmap f (St g) = St $ \s0 -> let (a, s1) = g s0
in (f a, s1)
instance Applicative (MyState s) where
pure a = St (\s -> (a,s))
(<*>) (St sa) (St sb) = St (\s0 -> let (fn, s1) = sa s0
(a, s2) = sb s1
in (fn a, s2))
In Haskell you cannot mutate data in place, ever, by any mechanism. At all.1
The way state updates are modeled in Haskell is by producing a new value, which is identical to the old value, except for the "updated" bit.
For example, what you're trying to do would be expressed like this:
func :: Car -> CarState -> CarState
func (ChangeColor c) cs = cs { color = c }
1 Well, ok, technically you can sometimes, but it only works for data that has been arranged in advance to be mutable, and it is usually quite cumbersome. Not a normal way to write programs.
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