问用于进度跟踪的Monad转换器

EN

-- The procedure that we want to run.
procedure :: ProgressT IO ()
procedure = task "Print some lines" 3 $ do
  liftIO $ putStrLn "--> line 1"
  step
  task "Print a set of lines" 2 $ do
    liftIO $ putStrLn "--> line 2.1"
    step
    liftIO $ putStrLn "--> line 2.2"
  step
  liftIO $ putStrLn "--> line 3"

main :: IO ()
main = runConsole procedure

-- A "progress reporter" that simply prints the task stack on each step
-- Note that the monad used for reporting, and the monad used in the procedure,
-- can be different.
runConsole :: ProgressT IO a -> IO a
runConsole proc = do
  result <- runProgress proc
  case result of
    -- We stopped at a step:
    Left (cont, stack) -> do
      print stack     -- Print the stack
      runConsole cont -- Continue the procedure
    -- We are done with the computation:
    Right a -> return a

--> line 1
[Print some lines (1/3)]
--> line 2.1
[Print a set of lines (1/2),Print some lines (1/3)]
--> line 2.2
[Print a set of lines (2/2),Print some lines (1/3)]
[Print some lines (2/3)]
--> line 3
[Print some lines (3/3)]

type Progress l = ProgressT l Identity

runProgress :: Progress l a
               -> Either (Progress l a, TaskStack l) a
runProgress = runIdentity . runProgressT

newtype ProgressT l m a =
  ProgressT
  {
    procedure ::
       Coroutine
       (Yield (TaskStack l))
       (StateT (TaskStack l) m) a
  }

instance MonadTrans (ProgressT l) where
  lift = ProgressT . lift . lift

instance Monad m => Monad (ProgressT l m) where
  return = ProgressT . return
  p >>= f = ProgressT (procedure p >>= procedure . f)

instance MonadIO m => MonadIO (ProgressT l m) where
  liftIO = lift . liftIO

runProgressT :: Monad m
                => ProgressT l m a
                -> m (Either (ProgressT l m a, TaskStack l) a)
runProgressT action = do
  result <- evalStateT (resume . procedure $ action) []
  return $ case result of
    Left (Yield stack cont) -> Left (ProgressT cont, stack)
    Right a -> Right a

type TaskStack l = [Task l]

data Task l =
  Task
  { taskLabel :: l
  , taskTotalSteps :: Word
  , taskStep :: Word
  } deriving (Show, Eq)

task :: Monad m
        => l
        -> Word
        -> ProgressT l m a
        -> ProgressT l m a
task label steps action = ProgressT $ do
  -- Add the task to the task stack
  lift . modify $ pushTask newTask

  -- Perform the procedure for the task
  result <- procedure action

  -- Insert an implicit step at the end of the task
  procedure step

  -- The task is completed, and is removed
  lift . modify $ popTask

  return result
  where
    newTask = Task label steps 0
    pushTask = (:)
    popTask = tail

step :: Monad m => ProgressT l m ()
step = ProgressT $ do
  (current : tasks) <- lift get
  let currentStep = taskStep current
      nextStep = currentStep + 1
      updatedTask = current { taskStep = nextStep }
      updatedTasks = updatedTask : tasks
  when (currentStep > taskTotalSteps current) $
    fail "The task has already completed"
  yield updatedTasks
  lift . put $ updatedTasks

import Control.Monad.State

type ProgressT m a = StateT Int m a

step :: Monad m => ProgressT m ()
step = modify (subtract 1)

step :: (Monad m, MonadIO m) => ProgressT m ()
step = do
  modify (subtract 1)
  s <- get
  liftIO $ putStrLn $ "steps remaining: " ++ show s

{-# LANGUAGE FlexibleInstances #-}
{-# LANGUAGE FlexibleContexts #-}
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE FunctionalDependencies #-}

module Test where

import Prelude hiding (Monad(..))
import qualified Prelude as Old (Monad(..))

-----------------------------------------------------------

data Z = Z
data S n = S

type Zero = Z
type One = S Zero
type Two = S One
type Three = S Two
type Four = S Three

-----------------------------------------------------------

class Peano n where
  peano :: n
  fromPeano :: n -> Integer

instance Peano Z where
  peano = Z
  fromPeano Z = 0

instance Peano (S Z) where
  peano = S
  fromPeano S = 1

instance Peano (S n) => Peano (S (S n)) where
  peano = S
  fromPeano s = n `seq` (n + 1)
    where
      prev :: S (S n) -> (S n)
      prev S = S
      n = fromPeano $ prev s

-----------------------------------------------------------

class (Peano s, Peano p) => Succ s p | s -> p where
instance Succ (S Z) Z where
instance Succ (S n) n => Succ (S (S n)) (S n) where

-----------------------------------------------------------

infixl 1 >>=, >>

class ParameterisedMonad m where
  return :: a -> m s s a
  (>>=) :: m s1 s2 t -> (t -> m s2 s3 a) -> m s1 s3 a
  fail :: String -> m s1 s2 a
  fail = error

(>>) :: ParameterisedMonad m => m s1 s2 t -> m s2 s3 a -> m s1 s3 a
x >> f = x >>= \_ -> f

-----------------------------------------------------------

newtype PIO p q a = PIO { runPIO :: IO a }

instance ParameterisedMonad PIO where
  return = PIO . Old.return
  PIO io >>= f = PIO $ (Old.>>=) io $ runPIO . f

-----------------------------------------------------------

data Progress p n a = Progress a

instance ParameterisedMonad Progress where
  return = Progress
  Progress x >>= f = let Progress y = f x in Progress y

runProgress :: Peano n => n -> Progress n Zero a -> a
runProgress _ (Progress x) = x

runProgress' :: Progress p Zero a -> a
runProgress' (Progress x) = x

task :: Peano n => n -> Progress n n ()
task _ = return ()

task' :: Peano n => Progress n n ()
task' = task peano

step :: Succ s n => Progress s n ()
step = Progress ()

stepsLeft :: Peano s2 => Progress s1 s2 a -> (a -> Integer -> Progress s2 s3 b) -> Progress s1 s3 b
stepsLeft prog f = prog >>= flip f (fromPeano $ getPeano prog)
  where
    getPeano :: Peano n => Progress s n a -> n
    getPeano prog = peano

procedure1 :: Progress Three Zero String
procedure1 = do
  task'
  step
  task (peano :: Two) -- any other Peano is a type error
  --step -- uncommenting this is a type error
  step -- commenting this is a type error
  step
  return "hello"

procedure2 :: (Succ two one, Succ one zero) => Progress two zero Integer
procedure2 = do
  task'
  step `stepsLeft` \_ n -> do
    step
    return n

main :: IO ()
main = runPIO $ do
  PIO $ putStrLn $ runProgress' procedure1
  PIO $ print $ runProgress (peano :: Four) $ do
    n <- procedure2
    n' <- procedure2
    return (n, n')