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authorEugen Wissner <belka@caraus.de>2025-12-11 10:28:11 +0100
committerEugen Wissner <belka@caraus.de>2025-12-11 10:28:11 +0100
commit98329e0a3dd4f78b5d815ac3896272ec70904901 (patch)
tree80f9c56cfe2ac20232358f236d32e84bd683be1b /Haskell-book/26/MaybeT/src/State.hs
parent3624c712d72d246f21d4e710cec7c11e052e0326 (diff)
downloadbook-exercises-98329e0a3dd4f78b5d815ac3896272ec70904901.tar.gz
Add remaining haskell book exercises
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diff --git a/Haskell-book/26/MaybeT/src/State.hs b/Haskell-book/26/MaybeT/src/State.hs
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+module State where
+
+import MonadIO
+import MonadTrans
+
+newtype StateT s m a =
+ StateT { runStateT :: s -> m (a, s) }
+
+-- 1
+instance (Functor m)
+ => Functor (StateT s m) where
+ fmap f (StateT m) = StateT $ \s -> fmap first $ m s
+ where first = uncurry (\t1 t2 -> ((f t1), t2))
+
+-- 2
+-- Links:
+-- http://stackoverflow.com/questions/18673525/is-it-possible-to-implement-applicative-m-applicative-statet-s-m
+-- https://github.com/NICTA/course/issues/134
+instance (Monad m)
+ => Applicative (StateT s m) where
+ pure x = StateT $ (\s -> pure (x, s))
+ StateT g <*> StateT h = StateT $ \s -> keepFirst <$> g s <*> h s
+ where keepFirst (f, s') (x, _) = (f x, s')
+
+
+-- 3
+instance (Monad m)
+ => Monad (StateT s m) where
+ return = pure
+
+ (StateT sma) >>= f =
+ StateT $ \s -> do
+ a <- sma s
+ runStateT (f $ fst a) s
+
+instance MonadTrans (StateT s) where
+ lift c = StateT $ \s -> c >>= (\x -> return (x, s))
+
+instance (MonadIO m)
+ => MonadIO (StateT s m) where
+ liftIO = lift . liftIO