dejafu/Test/DejaFu/SCT.hs

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{-# LANGUAGE Rank2Types #-}
-- | Systematic testing for concurrent computations.
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module Test.DejaFu.SCT
( -- * Schedule Bounding
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-- | Schedule bounding is a means of cutting down the search space of
-- schedules, by taking advantage of some intrinsic properties of
-- schedules: such as the number of pre-emptions (pre-emption
-- bounding), or the number of deviations from a deterministic
-- scheduler (delay bounding); and then exploring all schedules
-- within the bound.
sctBounded
, sctPreBound
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, sctDelayBound
, sctBoundedIO
, sctPreBoundIO
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, sctDelayBoundIO
-- * Result Trees
, SCTTree(..)
, SCTTreeIO(..)
, sequenceIOTree
-- * Utilities
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, preEmpCount
) where
import Control.Applicative ((<$>), (<*>), pure)
import Control.DeepSeq (NFData(..), force)
import Data.Foldable (Foldable(foldMap))
import Data.Maybe (fromMaybe)
import Data.Traversable (Traversable(traverse), fmapDefault, foldMapDefault)
import Test.DejaFu.Deterministic
import Test.DejaFu.Deterministic.IO (ConcIO, runConcIO)
-- * Result trees
-- | Results are presented in a lazy tree, where each node contains a
-- trace and a result. The children of a node represent those
-- schedules obtainable from it on the next bounding level.
data SCTTree a = SCTTree (Either Failure a) Trace [SCTTree a]
deriving (Eq)
instance Functor SCTTree where
fmap = fmapDefault
instance Foldable SCTTree where
foldMap = foldMapDefault
instance Traversable SCTTree where
traverse f (SCTTree (Left x) t trees) = SCTTree (Left x) <$> pure t <*> traverse (traverse f) trees
traverse f (SCTTree (Right x) t trees) = SCTTree . Right <$> f x <*> pure t <*> traverse (traverse f) trees
instance NFData a => NFData (SCTTree a) where
rnf (SCTTree a t trees) = rnf (a, t, trees)
-- | Results which need IO to compute. Laziness is preserved by
-- wrapping child nodes in an 'IO' list.
data SCTTreeIO a = SCTTreeIO (Either Failure a) Trace (IO [SCTTreeIO a])
instance Functor SCTTreeIO where
fmap f (SCTTreeIO a t iotrees) = SCTTreeIO (fmap f a) t $ fmap (map $ fmap f) iotrees
-- | Perform all of the 'IO' in an 'SCTTreeIO' from left to right. As
-- '>>=' for IO is strict, this will evaluate the entire tree, which
-- may be a lot of work. To counter this, a depth limit can optionally
-- be provided, where children below level @0@ will not be present in
-- the output.
sequenceIOTree :: Maybe Int -> SCTTreeIO a -> IO (SCTTree a)
sequenceIOTree (Just n) (SCTTreeIO a t iotrees)
| n <= 0 = return $ SCTTree a t []
| otherwise = do
trees <- iotrees
SCTTree a t <$> mapM (sequenceIOTree . Just $ n-1) trees
sequenceIOTree Nothing (SCTTreeIO a t iotrees) = do
trees <- iotrees
SCTTree a t <$> mapM (sequenceIOTree Nothing) trees
-- * Pre-emption bounding
-- | An SCT runner using a pre-emption bounding scheduler.
sctPreBound :: (forall t. Conc t a) -> [SCTTree a]
sctPreBound = sctBounded pbSiblings (pbOffspring False)
-- | Variant of 'sctPreBound' for computations which do 'IO'.
sctPreBoundIO :: (forall t. ConcIO t a) -> IO [SCTTreeIO a]
sctPreBoundIO = sctBoundedIO pbSiblings (pbOffspring True)
-- | Return all modifications to this schedule which do not introduce
-- extra pre-emptions.
pbSiblings :: Trace -> [[Decision]]
pbSiblings = siblings . map (\(d,a,_) -> (d,a)) where
siblings ((Start i, alts):ds) = [[a] | a@(Start _) <- alts] ++ [Start i : o | o <- siblings ds, not $ null o]
siblings ((SwitchTo i, alts):ds) = [[a] | a@(SwitchTo _) <- alts] ++ [SwitchTo i : o | o <- siblings ds, not $ null o]
siblings ((d, _):ds) = [d : o | o <- siblings ds, not $ null o]
siblings [] = []
-- | Return all modifications to this schedule which do introduce an
-- extra pre-emption. Only introduce pre-emptions around CVar actions
-- and lifts.
pbOffspring :: Bool -> Trace -> [[Decision]]
pbOffspring lifts ((Continue, alts, ta):ds)
| interesting lifts ta = [[n] | n@(SwitchTo _) <- alts] ++ [Continue : n | n <- pbOffspring lifts ds, not $ null n]
| otherwise = [Continue : n | n <- pbOffspring lifts ds, not $ null n]
pbOffspring lifts ((d, _, _):ds) = [d : n | n <- pbOffspring lifts ds, not $ null n]
pbOffspring _ [] = []
-- | Check the pre-emption count of some scheduling decisions.
preEmpCount :: [Decision] -> Int
preEmpCount (SwitchTo _:ss) = 1 + preEmpCount ss
preEmpCount (_:ss) = preEmpCount ss
preEmpCount [] = 0
-- * Delay bounding
-- | An SCT runner using a delay-bounding scheduler.
sctDelayBound :: (forall t. Conc t a) -> [SCTTree a]
sctDelayBound = sctBounded (const []) (dbOffspring False)
-- | Variant of 'sctDelayBound' for computations which do 'IO'.
sctDelayBoundIO :: (forall t. ConcIO t a) -> IO [SCTTreeIO a]
sctDelayBoundIO = sctBoundedIO (const []) (dbOffspring True)
-- | Return all modifications to the schedule which introduce an extra
-- delay. Only introduce delays around CVar actions and lifts.
dbOffspring :: Bool -> Trace -> [[Decision]]
dbOffspring lifts ((d, alts, ta):ds)
| interesting lifts ta = [[n] | n <- alts] ++ [d : n | n <- dbOffspring lifts ds, not $ null n]
| otherwise = [d : n | n <- dbOffspring lifts ds, not $ null n]
dbOffspring _ [] = []
-- * SCT runners
-- | SCT via schedule bounding. Results are proeduced as a lazy
-- forest, where each level represents one bounding level.
--
-- Schedules are generated by running the computation with a
-- deterministic scheduler with some initial list of decisions, after
-- which non-pre-emptive decisions are made. The generated suffix is
-- then used to generate \"siblings\" (schedule fragments which, when
-- appended to the prefix, form the prefix of a new schedule which
-- does not increase the bound), and \"offspring\" (like siblings, but
-- the bound has been increased by one). It is important that siblings
-- and offspring are unique, and that the same
-- prefix+sibling/offspring cannot arise from two distinct traces, as
-- otherwise the runner may loop.
--
-- For example, the siblings in the pre-emption bounding runner are
-- those schedule fragments which, when appended to the prefix, form
-- the prefix of a new schedule which does not introduce any new
-- pre-emptions; and the offspring do introduce one new pre-emption.
sctBounded :: (Trace -> [[Decision]])
-- ^ Sibling generation function.
-> (Trace -> [[Decision]])
-- ^ Child generation function.
-> (forall t. Conc t a) -> [SCTTree a]
sctBounded siblings offspring c = go [] where
go ds = case res of
Left f -> SCTTree (Left f) trace [] : concatMap go sibs
Right a -> SCTTree (Right a) trace (concatMap go offs) : concatMap go sibs
where
(res, _, trace) = runConc prefixSched ds c
(pref, suff) = let (p, s) = splitAt (length ds) trace in (map (\(a,_,_) -> a) p, s)
sibs = [ pref ++ y | y <- siblings suff]
offs = [ pref ++ y | y <- offspring suff]
-- | Variant of 'sctBounded' for computations which do 'IO'.
sctBoundedIO :: (Trace -> [[Decision]])
-> (Trace -> [[Decision]])
-> (forall t. ConcIO t a) -> IO [SCTTreeIO a]
sctBoundedIO siblings offspring c = go [] where
go ds = do
(res, _, trace) <- runConcIO prefixSched ds c
let (pref, suff) = let (p, s) = splitAt (length ds + 1) trace in (map (\(a,_,_) -> a) p, s)
let sibs = [ pref ++ y | y <- siblings suff]
let offs = [ pref ++ y | y <- offspring suff]
sibs' <- concat <$> mapM go sibs
return $ case res of
Left f -> SCTTreeIO (Left f) trace (return []) : sibs'
Right a -> SCTTreeIO (Right a) trace (concat <$> mapM go offs) : sibs'
-- * Prefix scheduler
-- | Scheduler which uses a list of scheduling decisions to drive the
-- initial decisions.
prefixSched :: Scheduler [Decision]
prefixSched = force $ \s prior threads@(next:|_) -> case s of
-- If we have a decision queued, make it.
(Start t:ds) -> (t, ds)
(Continue:ds) -> (fromMaybe 0 prior, ds)
(SwitchTo t:ds) -> (t, ds)
-- Otherwise just use a non-pre-emptive scheduler.
[] -> case prior of
Just prior' | prior' `elem` toList threads -> (prior', [])
_ -> (next, [])
-- * Utils
-- | Check if a 'ThreadAction' might be an interesting candidate for
-- pre-empting or delaying.
interesting :: Bool -> ThreadAction -> Bool
interesting _ (Put _ _) = True
interesting _ (TryPut _ _ _) = True
interesting _ (Take _ _) = True
interesting _ (TryTake _ _ _) = True
interesting _ (BlockedPut _) = True
interesting _ (Read _) = True
interesting _ (BlockedRead _) = True
interesting _ (BlockedTake _) = True
interesting _ (ReadRef _) = True
interesting _ (ModRef _) = True
interesting _ (STM _) = True
interesting _ BlockedSTM = True
interesting _ (ThrowTo _) = True
interesting _ (SetMasking _ _) = True
interesting _ (ResetMasking _ _ ) = True
interesting l Lift = l
interesting _ _ = False