Added a module for doing type unification, and some very basic tests for it

This commit is contained in:
Neil Brown 2008-05-13 23:25:42 +00:00
parent 3ca4ee1a5e
commit e3fa3df623
3 changed files with 171 additions and 0 deletions

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@ -144,6 +144,7 @@ tock_SOURCES_hs += frontends/PreprocessOccam.hs
tock_SOURCES_hs += frontends/RainPasses.hs
tock_SOURCES_hs += frontends/RainTypes.hs
tock_SOURCES_hs += frontends/StructureOccam.hs
tock_SOURCES_hs += frontends/TypeUnification.hs
tock_SOURCES_hs += pass/Pass.hs
tock_SOURCES_hs += pass/PassList.hs
tock_SOURCES_hs += pass/Properties.hs

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@ -23,6 +23,7 @@ import Control.Monad.State
import Control.Monad.Error
import Control.Monad.Writer
import Data.Generics
import qualified Data.Map as Map
import Test.HUnit hiding (State)
import qualified AST as A
@ -36,6 +37,7 @@ import TagAST
import TestUtils
import TreeUtils
import Types
import TypeUnification
import Utils
m :: Meta
@ -479,6 +481,24 @@ checkExpressionTest = TestList
defVar "t" $ A.Time
markRainTest
testUnify :: Test
testUnify = TestList
[test [] [] $ Just []
,test' [("a",A.Int)] []
,test' [("a",A.Int)] [("a","a")]
,test [("a", A.Int), ("b", A.Infer)] [("a","b")] $
Just [("a", A.Int), ("b", A.Int)]
]
where
test :: [(String, A.Type)] -> [(String, String)] -> Maybe [(String, A.Type)]
-> Test
test im u om = TestCase $ assertEqual "testUnify" (fmap Map.fromList om) $ Just $ unifyRainTypes (Map.fromList
im) u
test' :: [(String, A.Type)] -> [(String, String)] -> Test
test' x y = test x y (Just x)
tests :: Test
tests = TestLabel "RainTypesTest" $ TestList
[
@ -486,4 +506,5 @@ tests = TestLabel "RainTypesTest" $ TestList
,annotateIntTest
,annotateListLiteralTest
,checkExpressionTest
,testUnify
]

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@ -0,0 +1,149 @@
{-
Tock: a compiler for parallel languages
Copyright (C) 2008 University of Kent
This program is free software; you can redistribute it and/or modify it
under the terms of the GNU General Public License as published by the
Free Software Foundation, either version 2 of the License, or (at your
option) any later version.
This program is distributed in the hope that it will be useful, but
WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
General Public License for more details.
You should have received a copy of the GNU General Public License along
with this program. If not, see <http://www.gnu.org/licenses/>.
-}
module TypeUnification where
import Control.Monad.ST
import Data.Generics
import qualified Data.Map as Map
import Data.STRef
import qualified AST as A
import Utils
-- Much of the code in this module is taken from or based on Tim Sheard's Haskell
-- listing of a simple type unification algorithm at the beginning of his
-- paper "Generic Unification via Two-Level Types and Parameterized Modules Functional
-- Pearl (2001)", citeseer: http://citeseer.ist.psu.edu/451401.html
-- This in turn was taken from Luca Cardelli's "Basic Polymorphic Type Checking"
unifyRainTypes :: Map.Map String A.Type -> [(String, String)] -> Map.Map String A.Type
unifyRainTypes m prs
= runST $ do m' <- mapToST m
mapM_ (\(x,y) -> unifyType (lookupStartType x m') (lookupStartType y
m')) prs
stToMap m'
where
lookupStartType :: String -> Map.Map String (TypeExp s A.Type) -> TypeExp
s A.Type
lookupStartType s m = case Map.lookup s m of
Just x -> x
Nothing -> error $ "Could not find type for variable in map before unification: "
++ s
mapToST :: Map.Map String A.Type -> ST s (Map.Map String (TypeExp s A.Type))
mapToST = mapMapM typeToTypeExp
stToMap :: Map.Map String (TypeExp s A.Type) -> ST s (Map.Map String
A.Type)
stToMap = mapMapM (read <.< prune)
where
read :: TypeExp s A.Type -> ST s A.Type
read (OperType con vals) = do vals' <- mapM read vals
return $ fromConstr con -- vals'
read x = error $ "Type error in unification, found: " ++ show x
ttte :: Data b => b -> A.Type -> ST s (TypeExp s A.Type)
ttte c t = typeToTypeExp t >>= \t' -> return $ OperType (toConstr c) [t']
-- Transforms the given type into a typeexp, such that the only inner types
-- left will be the primitive types (integer types, float types, bool, time). Arrays
-- (which would require unification of dimensions and such) are not supported,
-- neither are records.
-- User data types should not be present in the input.
typeToTypeExp :: A.Type -> ST s (TypeExp s A.Type)
typeToTypeExp x@(A.List t) = ttte x t
typeToTypeExp (A.Chan A.DirInput _ t) = ttte "?" t
typeToTypeExp (A.Chan A.DirOutput _ t) = ttte "!" t
typeToTypeExp (A.Chan A.DirUnknown _ t) = ttte "channel" t
typeToTypeExp (A.Mobile t) = ttte "MOBILE" t
typeToTypeExp (A.Infer) = do r <- newSTRef Nothing
return $ MutVar r
typeToTypeExp t = return $ OperType (toConstr t) []
type Ptr s a = STRef s (Maybe (TypeExp s a))
-- TODO add a special type for numeric literals
data TypeExp s a
= MutVar (Ptr s a)
| GenVar Int
| OperType Constr [ TypeExp s a ]
-- For debugging:
instance Show (TypeExp s a) where
show (MutVar {}) = "MutVar"
show (GenVar {}) = "GenVar"
show (OperType {}) = "OperType"
prune :: TypeExp s a -> ST s (TypeExp s a)
prune t =
case t of
MutVar r ->
do m <- readSTRef r
case m of
Nothing -> return t
Just t2 ->
do t' <- prune t2
writeSTRef r (Just t')
return t'
_ -> return t
occursInType :: Ptr s a -> TypeExp s a -> ST s Bool
occursInType r t =
do t' <- prune t
case t' of
MutVar r2 -> return $ r == r2
GenVar n -> return False
OperType nm ts ->
do bs <- mapM (occursInType r) ts
return (or bs)
unifyType :: TypeExp s a -> TypeExp s a -> ST s ()
unifyType t1 t2
= do t1' <- prune t1
t2' <- prune t2
case (t1',t2') of
(MutVar r1, MutVar r2) ->
if r1 == r2
then return ()
else writeSTRef r1 (Just t2')
(MutVar r1, _) ->
do b <- occursInType r1 t2'
if b
then error "occurs in"
else writeSTRef r1 (Just t2')
(_,MutVar _) -> unifyType t2' t1'
(GenVar n,GenVar m) ->
if n == m then return () else error "different genvars"
(OperType n1 ts1,OperType n2 ts2) ->
if n1 == n2
then unifyArgs ts1 ts2
else error "different constructors"
(_,_) -> error "different types"
where
unifyArgs (x:xs) (y:ys) = do unifyType x y
unifyArgs xs ys
unifyArgs [] [] = return ()
unifyArgs _ _ = error "different lengths"
instantiate :: [TypeExp s a] -> TypeExp s a -> TypeExp s a
instantiate ts x = case x of
MutVar _ -> x
OperType nm xs -> OperType nm (map (instantiate ts) xs)
GenVar n -> ts !! n