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Merge branch 'master' into wip/cs
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059cc57c1b
@ -116,6 +116,11 @@ instance TrieMap RewMap' (QName,[Type],Int) where
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, (ts,pM) <- toListTM tM
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, (n,y) <- toListTM pM ]
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mapMaybeWithKeyTM f (RM m) =
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RM (mapWithKeyTM (\qn tm ->
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mapWithKeyTM (\tys is ->
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mapMaybeWithKeyTM (\i a -> f (qn,tys,i) a) is) tm) m)
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-- | Note that this assumes that this pass will be run only once for each
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-- module, otherwise we will get name collisions.
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rewModule :: Module -> Module
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@ -271,7 +271,15 @@ instance FVS DelayedCt where
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-- values that remain, as applying the substitution to the keys will only ever
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-- reduce the number of values that remain.
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instance TVars Goals where
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apSubst su (Goals goals) = Goals (apSubst su (apSubstTypeMapKeys su goals))
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apSubst su (Goals goals) =
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Goals (mapWithKeyTM setGoal (apSubstTypeMapKeys su goals))
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where
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-- as the key for the goal map is the same as the goal, and the substitution
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-- has been applied to the key already, just replace the existing goal with
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-- the key.
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setGoal key g = g { goalSource = apSubst su (goalSource g)
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, goal = key
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}
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instance TVars Goal where
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apSubst su g = Goal { goalSource = apSubst su (goalSource g)
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@ -14,6 +14,7 @@ module Cryptol.TypeCheck.TypeMap
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( TypeMap(..), TypesMap, TrieMap(..)
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, insertTM, insertWithTM
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, membersTM
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, mapTM, mapWithKeyTM, mapMaybeTM
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, List(..)
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) where
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@ -36,6 +37,8 @@ class TrieMap m k | m -> k where
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unionTM :: (a -> a -> a) -> m a -> m a -> m a
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toListTM :: m a -> [(k,a)]
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mapMaybeWithKeyTM :: (k -> a -> Maybe b) -> m a -> m b
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membersTM :: TrieMap m k => m a -> [a]
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membersTM = map snd . toListTM
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@ -47,6 +50,18 @@ insertWithTM f t new = alterTM t $ \mb -> Just $ case mb of
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Nothing -> new
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Just old -> f old new
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{-# INLINE mapTM #-}
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mapTM :: TrieMap m k => (a -> b) -> m a -> m b
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mapTM f = mapMaybeWithKeyTM (\ _ a -> Just (f a))
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{-# INLINE mapWithKeyTM #-}
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mapWithKeyTM :: TrieMap m k => (k -> a -> b) -> m a -> m b
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mapWithKeyTM f = mapMaybeWithKeyTM (\ k a -> Just (f k a))
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{-# INLINE mapMaybeTM #-}
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mapMaybeTM :: TrieMap m k => (a -> Maybe b) -> m a -> m b
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mapMaybeTM f = mapMaybeWithKeyTM (\_ -> f)
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data List m a = L { nil :: Maybe a
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, cons :: m (List m a)
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} deriving (Functor)
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@ -78,6 +93,12 @@ instance TrieMap m a => TrieMap (List m) [a] where
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, cons = unionTM (unionTM f) (cons m1) (cons m2)
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}
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mapMaybeWithKeyTM f = go []
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where
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go acc l = L { nil = f (reverse acc) =<< nil l
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, cons = mapMaybeWithKeyTM (\k a -> Just (go (k:acc) a)) (cons l)
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}
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instance Ord a => TrieMap (Map a) a where
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emptyTM = Map.empty
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@ -87,6 +108,8 @@ instance Ord a => TrieMap (Map a) a where
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toListTM = Map.toList
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unionTM = Map.unionWith
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mapMaybeWithKeyTM = Map.mapMaybeWithKey
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type TypesMap = List TypeMap
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@ -130,6 +153,14 @@ instance TrieMap TypeMap Type where
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, trec = unionTM (unionTM f) (trec m1) (trec m2)
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}
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mapMaybeWithKeyTM f m =
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TM { tvar = mapMaybeWithKeyTM (\v -> f (TVar v)) (tvar m)
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, tcon = mapWithKeyTM (\c l -> mapMaybeWithKeyTM
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(\ts a -> f (TCon c ts) a) l) (tcon m)
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, trec = mapWithKeyTM (\fs l -> mapMaybeWithKeyTM
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(\ts a -> f (TRec (zip fs ts)) a) l) (trec m)
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}
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updSub :: TrieMap m k => k -> (Maybe a -> Maybe a) -> Maybe (m a) -> Maybe (m a)
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updSub k f = Just . alterTM k f . fromMaybe emptyTM
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@ -1,5 +1,3 @@
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Loading module Cryptol
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Loading module Cryptol
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Loading module EnigmaBroke
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Loading module Cryptol
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Loading module EnigmaBroke
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