dejafu/Control/Monad/Conc/Fixed.hs

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{-# LANGUAGE ExistentialQuantification #-}
{-# LANGUAGE GeneralizedNewtypeDeriving #-}
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE RankNTypes #-}
-- | Concurrent monads with a fixed scheduler.
module Control.Monad.Conc.Fixed
( -- * The Conc Monad
Conc
, runConc
, runConc'
, liftIO
, spawn
, fork
-- * Communication: CVars
, CVar
, new
, put
, get
, take
, tryTake
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-- * Scheduling
, Scheduler
, ThreadId
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, randomSched
, randomSchedNP
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, roundRobinSched
, roundRobinSchedNP
) where
import Prelude hiding (take)
import Control.Applicative (Applicative(..), (<$>))
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import Control.Concurrent.MVar (MVar, newEmptyMVar, putMVar, takeMVar)
import Control.Monad.Cont (Cont, cont, runCont)
import Data.Map (Map)
import Data.Maybe (fromJust, fromMaybe, isNothing, isJust)
import Data.IORef (IORef, newIORef, readIORef, writeIORef, modifyIORef')
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import System.Random (RandomGen, randomR)
import qualified Control.Monad.Conc.Class as C
import qualified Control.Monad.IO.Class as IO
import qualified Data.Map as M
-- | Scheduling is done in terms of a trace of 'Action's. Blocking can
-- only occur as a result of an action, and they cover (most of) the
-- primitives of the concurrency. `spawn` is absent as it can be
-- derived from `new`, `fork` and `put`.
data Action =
Fork Action Action
| forall t a. Put (CVar t a) a Action
| forall t a. Get (CVar t a) (a -> Action)
| forall t a. Take (CVar t a) (a -> Action)
| forall t a. TryTake (CVar t a) (Maybe a -> Action)
| Lift (IO Action)
| Stop
-- | The @Conc@ monad itself. Under the hood, this uses continuations
-- so it's able to interrupt and resume a monadic computation at any
-- point where a primitive is used.
--
-- This uses the same universally-quantified indexing state trick as
-- used by 'ST' and 'STRef's to prevent mutable references from
-- leaking out of the monad. See 'runConc' for an example of what this
-- means.
newtype Conc t a = C (Cont (Action) a) deriving (Functor, Applicative, Monad)
instance IO.MonadIO (Conc t) where
liftIO = liftIO
instance C.ConcFuture (CVar t) (Conc t) where
spawn = spawn
get = get
instance C.ConcCVar (CVar t) (Conc t) where
fork = fork
new = new
put = put
take = take
tryTake = tryTake
-- | The concurrent variable type used with the 'Conc'
-- monad. Internally, these are implemented as 'IORef's, but they are
-- structured to behave fairly similarly to 'MVar's. One notable
-- difference is that 'MVar's are single-wakeup, and wake up in a FIFO
-- order. Writing to a @CVar@ wakes up all threads blocked on reading
-- it, and it is up to the scheduler which one runs next. Taking from
-- a @CVar@ behaves analogously.
newtype CVar t a = V (IORef (Maybe a, [Block])) deriving Eq
-- | Lift an 'IO' action into the 'Conc' monad.
--
-- Caution! Blocking on the action of another thread in @liftIO@
-- cannot be detected! So if you perform some potentially blocking
-- action in a 'liftIO' the entire collection of threads may deadlock!
-- You should therefore keep 'IO' blocks small, and only perform
-- blocking operations with the supplied primitives, insofar as
-- possible.
liftIO :: IO a -> Conc t a
liftIO ma = C $ cont lifted where
lifted c = Lift $ c <$> ma
-- | Run the provided computation concurrently, returning the result.
spawn :: Conc t a -> Conc t (CVar t a)
spawn ma = do
cvar <- new
fork $ ma >>= put cvar
return cvar
-- | Block on a 'CVar' until it is full, then read from it (without
-- emptying).
get :: CVar t a -> Conc t a
get cvar = C $ cont $ Get cvar
-- | Run the provided computation concurrently.
fork :: Conc t () -> Conc t ()
fork (C ma) = C $ cont $ \c -> Fork (runCont ma $ const Stop) $ c ()
-- | Create a new empty 'CVar'.
new :: Conc t (CVar t a)
new = liftIO $ do
ioref <- newIORef (Nothing, [])
return $ V ioref
-- | Block on a 'CVar' until it is empty, then write to it.
put :: CVar t a -> a -> Conc t ()
put cvar a = C $ cont $ \c -> Put cvar a $ c ()
-- | Block on a 'CVar' until it is full, then read from it (with
-- emptying).
take :: CVar t a -> Conc t a
take cvar = C $ cont $ Take cvar
-- | Read a value from a 'CVar' if there is one, without blocking.
tryTake :: CVar t a -> Conc t (Maybe a)
tryTake cvar = C $ cont $ TryTake cvar
-- | Every thread has a unique identitifer. These are implemented as
-- integers, but you shouldn't assume they are necessarily contiguous.
type ThreadId = Int
-- | A @Scheduler@ maintains some internal state, `s`, takes the
-- 'ThreadId' of the last thread scheduled, and the list of runnable
-- threads (which will never be empty). It produces a 'ThreadId' to
-- schedule, and a new state.
--
-- Note: In order to prevent deadlock, the 'Conc' runtime will assume
-- that a deadlock situation has arisen if the scheduler attempts to
-- (a) schedule a blocked thread, or (b) schedule a nonexistant
-- thread. In either of those cases, the computation will be halted.
type Scheduler s = s -> ThreadId -> [ThreadId] -> (ThreadId, s)
-- | Run a concurrent computation with a given 'Scheduler' and initial
-- state, returning `Just result` if it terminates, and `Nothing` if a
-- deadlock is detected.
--
-- Note how the `t` in 'Conc' is universally quantified, what this
-- means in practice is that you can't do something like this:
--
-- > runConc (\s _ (x:_) -> (x, s)) () $ new >>= return
--
-- So 'CVar's cannot leak out of the 'Conc' computation. If this is
-- making your head hurt, check out the \"How `runST` works\" section
-- of <https://ocharles.org.uk/blog/guest-posts/2014-12-18-rank-n-types.html>
runConc :: Scheduler s -> s -> (forall t. Conc t a) -> IO (Maybe a)
runConc sched s ma = fst <$> runConc' sched s ma
-- | variant of 'runConc' which returns the final state of the
-- scheduler.
runConc' :: Scheduler s -> s -> (forall t. Conc t a) -> IO (Maybe a, s)
runConc' sched s ma = do
mvar <- newEmptyMVar
let (C c) = ma >>= liftIO . putMVar mvar . Just
s' <- runThreads (negate 1) sched s (M.fromList [(0, (runCont c $ const Stop, False))]) mvar
out <- takeMVar mvar
return (out, s')
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-- | A simple random scheduler which, at every step, picks a random
-- thread to run.
randomSched :: RandomGen g => Scheduler g
randomSched g _ threads = (threads !! choice, g') where
(choice, g') = randomR (0, length threads - 1) g
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-- | A random scheduler which doesn't pre-empt the running
-- thread. That is, if the last thread scheduled is still runnable,
-- run that, otherwise schedule randomly.
randomSchedNP :: RandomGen g => Scheduler g
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randomSchedNP = makeNP randomSched
-- | A round-robin scheduler which, at every step, schedules the
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-- thread with the next 'ThreadId'.
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roundRobinSched :: Scheduler ()
roundRobinSched _ last threads
| last >= maximum threads = (minimum threads, ())
| otherwise = (minimum $ filter (<=last) threads, ())
-- | A round-robin scheduler which doesn't pre-empt the running
-- thread.
roundRobinSchedNP :: Scheduler ()
roundRobinSchedNP = makeNP roundRobinSched
-- | Turn a potentially pre-emptive scheduler into a non-preemptive
-- one.
makeNP :: Scheduler s -> Scheduler s
makeNP sched = newsched where
newsched s last threads
| last `elem` threads = (last, s)
| otherwise = sched s last threads
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-------------------- Internal stuff --------------------
-- | A @Block@ is used to determine what sort of block a thread is
-- experiencing.
data Block = WaitFull ThreadId | WaitEmpty ThreadId deriving Eq
-- | Run a collection of threads, until there are no threads left.
--
-- A thread is represented as a tuple of (next action, is blocked).
runThreads :: ThreadId -> Scheduler s -> s -> Map ThreadId (Action, Bool) -> MVar (Maybe a) -> IO s
runThreads last sched s threads mvar
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| isTerminated = return s
| isDeadlocked = putMVar mvar Nothing >> return s
| isBlocked = putStrLn "Attempted to run a blocked thread, assuming deadlock." >> putMVar mvar Nothing >> return s
| isNonexistant = putStrLn "Attempted to run a nonexistant thread, assuming deadlock." >> putMVar mvar Nothing >> return s
| otherwise = do
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threads' <- runThread (fst $ fromJust thread, chosen) threads
runThreads chosen sched s' threads' mvar
where
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(chosen, s') = if last == -1 then (0, s) else sched s last $ M.keys runnable
runnable = M.filter (not . snd) threads
thread = M.lookup chosen threads
isBlocked = snd . fromJust $ M.lookup chosen threads
isNonexistant = isNothing thread
isTerminated = 0 `notElem` M.keys threads
isDeadlocked = M.null runnable
-- | Run a single thread one step, by dispatching on the type of
-- 'Action'.
runThread :: (Action, ThreadId) -> Map ThreadId (Action, Bool) -> IO (Map ThreadId (Action, Bool))
runThread (Fork a b, i) threads = return . goto b i $ launch a threads
runThread (Put v a c, i) threads = do
let (V ref) = v
(val, blocks) <- readIORef ref
case val of
Just _ -> block v WaitEmpty i threads
Nothing -> do
writeIORef ref (Just a, blocks)
goto c i <$> wake v WaitFull threads
runThread (Get v c, i) threads = do
let (V ref) = v
(val, _) <- readIORef ref
case val of
Just val' -> return $ goto (c val') i threads
Nothing -> block v WaitFull i threads
runThread (Take v c, i) threads = do
let (V ref) = v
(val, blocks) <- readIORef ref
case val of
Just val' -> do
writeIORef ref (Nothing, blocks)
goto (c val') i <$> wake v WaitEmpty threads
Nothing -> block v WaitFull i threads
runThread (TryTake v c, i) threads = do
let (V ref) = v
(val, _) <- readIORef ref
return $ goto (c val) i threads
runThread (Lift io, i) threads = do
a <- io
return $ goto a i threads
runThread (Stop, i) threads = return $ kill i threads
-- | Replace the 'Action' of a thread.
goto :: Ord k => a -> k -> Map k (a, b) -> Map k (a, b)
goto a = M.alter $ \(Just (_, b)) -> Just (a, b)
-- | Block a thread on a 'CVar'.
block :: Ord k => CVar t v -> (k -> Block) -> k -> Map k (a, Bool) -> IO (Map k (a, Bool))
block (V ref) typ tid threads = do
(val, blocks) <- readIORef ref
writeIORef ref (val, typ tid : blocks)
return $ M.alter (\(Just (a, _)) -> Just (a, True)) tid threads
-- | Start a thread with the next free ID.
launch :: (Ord k, Enum k) => a -> Map k (a, Bool) -> Map k (a, Bool)
launch a m = M.insert (succ . maximum $ M.keys m) (a, False) m
-- | Kill a thread.
kill :: Ord k => k -> Map k (a, b) -> Map k (a, b)
kill = M.delete
-- | Wake every thread blocked on a 'CVar' read.
wake :: Ord k => CVar t v -> (k -> Block) -> Map k (a, Bool) -> IO (Map k (a, Bool))
wake (V ref) typ = fmap M.fromList . mapM wake . M.toList where
wake a@(tid, (act, True)) = do
let block = typ tid
(val, blocks) <- readIORef ref
if block `elem` blocks
then writeIORef ref (val, filter (/= block) blocks) >> return (tid, (act, False))
else return a
wake a = return a