Add predicates for testing representability of types.

[matthijs/master-project/cλash.git] / NormalizeTools.hs

diff --git a/NormalizeTools.hs b/NormalizeTools.hs
index 14e3faca07543f497da404cd8e5cb317c7e6d099..5ea3a7db8ab852fce0a7dd8529573e718ff2e7eb 100644 (file)
--- a/NormalizeTools.hs
+++ b/NormalizeTools.hs
@@ -14,6 +14,7 @@ import qualified Control.Monad.Trans.Writer as Writer
 import qualified "transformers" Control.Monad.Trans as Trans
 import qualified Data.Map as Map
 import Data.Accessor
+import Data.Accessor.MonadState as MonadState
 
 -- GHC API
 import CoreSyn
@@ -32,6 +33,8 @@ import Outputable ( showSDoc, ppr, nest )
 
 -- Local imports
 import NormalizeTypes
+import Pretty
+import qualified VHDLTools
 
 -- Create a new internal var with the given name and type. A Unique is
 -- appended to the given name, to ensure uniqueness (not strictly neccesary,
@@ -119,6 +122,11 @@ subeverywhere trans (App a b) = do
   b' <- trans b
   return $ App a' b'
 
+subeverywhere trans (Let (NonRec b bexpr) expr) = do
+  bexpr' <- trans bexpr
+  expr' <- trans expr
+  return $ Let (NonRec b bexpr') expr'
+
 subeverywhere trans (Let (Rec binds) expr) = do
   expr' <- trans expr
   binds' <- mapM transbind binds
@@ -142,26 +150,33 @@ subeverywhere trans (Case scrut b t alts) = do
     transalt (con, binders, expr) = do
       expr' <- trans expr
       return (con, binders, expr')
-      
 
-subeverywhere trans expr = return expr
+subeverywhere trans (Var x) = return $ Var x
+subeverywhere trans (Lit x) = return $ Lit x
+subeverywhere trans (Type x) = return $ Type x
+
+subeverywhere trans (Cast expr ty) = do
+  expr' <- trans expr
+  return $ Cast expr' ty
+
+subeverywhere trans expr = error $ "\nNormalizeTools.subeverywhere: Unsupported expression: " ++ show expr
 
--- Apply the given transformation to all expressions, except for every first
--- argument of an application.
-notapplied :: (String, Transform) -> Transform
-notapplied trans = applyboth (subnotapplied trans) trans
+-- Apply the given transformation to all expressions, except for direct
+-- arguments of an application
+notappargs :: (String, Transform) -> Transform
+notappargs trans = applyboth (subnotappargs trans) trans
 
 -- Apply the given transformation to all (direct and indirect) subexpressions
--- (but not the expression itself), except for the first argument of an
--- applicfirst argument of an application
-subnotapplied :: (String, Transform) -> Transform
-subnotapplied trans (App a b) = do
-  a' <- subnotapplied trans a
-  b' <- notapplied trans b
+-- (but not the expression itself), except for direct arguments of an
+-- application
+subnotappargs :: (String, Transform) -> Transform
+subnotappargs trans (App a b) = do
+  a' <- subnotappargs trans a
+  b' <- subnotappargs trans b
   return $ App a' b'
 
 -- Let subeverywhere handle all other expressions
-subnotapplied trans expr = subeverywhere (notapplied trans) expr
+subnotappargs trans expr = subeverywhere (notappargs trans) expr
 
 -- Runs each of the transforms repeatedly inside the State monad.
 dotransforms :: [Transform] -> CoreExpr -> TransformSession CoreExpr
@@ -222,5 +237,9 @@ substitute ((b, e):subss) expr = substitute subss' expr'
 -- Run a given TransformSession. Used mostly to setup the right calls and
 -- an initial state.
 runTransformSession :: UniqSupply.UniqSupply -> TransformSession a -> a
-runTransformSession uniqSupply session = State.evalState session initState
-                       where initState = TransformState uniqSupply Map.empty VarSet.emptyVarSet
+runTransformSession uniqSupply session = State.evalState session (emptyTransformState uniqSupply)
+
+-- Is the given expression representable at runtime, based on the type?
+isRepr :: CoreSyn.CoreExpr -> TransformMonad Bool
+isRepr (Type ty) = return False
+isRepr expr = Trans.lift $ MonadState.lift tsType $ VHDLTools.isReprType (CoreUtils.exprType expr)