{- HetCATS/HasCASL/AsToLe.hs

$Id$

Authors: Christian Maeder

Year: 2002

conversion of As.hs to Le.hs

-}

module HasCASL.AsToLe where

import Common.AS_Annotation

import HasCASL.As

import HasCASL.ClassAna

import HasCASL.ClassDecl

import Common.Id

import qualified Common.Lib.Set as Set

import HasCASL.Le

import Data.Maybe

import Common.Lib.State

import Common.Named

import Common.Result

import Common.PrettyPrint

import HasCASL.OpDecl

import HasCASL.TypeDecl

import HasCASL.MixAna

import HasCASL.Reader

----------------------------------------------------------------------------

-- analysis

-----------------------------------------------------------------------------

missingAna :: PrettyPrint a => a -> [Pos] -> State Env ()

missingAna t ps = appendDiags [Diag FatalError

("no analysis yet for: " ++ showPretty t "")

$ if null ps then nullPos else head ps]

anaBasicSpec :: BasicSpec -> State Env ()

anaBasicSpec (BasicSpec l) = mapM_ anaBasicItem $ map item l

anaBasicItem :: BasicItem -> State Env ()

anaBasicItem (SigItems i) = anaSigItems Loose i

anaBasicItem (ClassItems inst l _) = mapM_ (anaAnnotedClassItem inst) l

anaBasicItem (GenVarItems l _) = mapM_ anaGenVarDecl l

anaBasicItem t@(ProgItems _ p) = missingAna t p

anaBasicItem (FreeDatatype l _) = mapM_ (anaDatatype Free Plain) $ map item l

anaBasicItem (GenItems l _) = mapM_ (anaSigItems Generated) $ map item l

anaBasicItem (AxiomItems decls fs _) =

do tm <- gets typeMap -- save type map

as <- gets assumps -- save vars

mapM_ anaGenVarDecl decls

ds <- mapM (( \ (TermFormula t) ->

resolveTerm logicalType t ) . item) fs

putTypeMap tm -- restore

putAssumps as -- restore

appendDiags $ concatMap diags ds

let sens = concat $ zipWith ( \ r f ->

case maybeResult r of

Just t -> [NamedSen (getRLabel f) $ TermFormula t]

Nothing -> [] ) ds fs

appendSentences sens

appendSentences :: [Named Formula] -> State Env ()

appendSentences fs =

if null fs then return () else

do e <- get

put $ e {sentences = sentences e ++ fs}

anaSigItems :: GenKind -> SigItems -> State Env ()

anaSigItems gk (TypeItems inst l _) = mapM_ (anaTypeItem gk inst) $ map item l

anaSigItems _ (OpItems l _) = mapM_ anaOpItem $ map item l

----------------------------------------------------------------------------

-- GenVarDecl

-----------------------------------------------------------------------------

anaGenVarDecl :: GenVarDecl -> State Env ()

anaGenVarDecl(GenVarDecl v) = optAnaVarDecl v

anaGenVarDecl(GenTypeVarDecl t) = anaTypeVarDecl t

convertTypeToClass :: Type -> ReadR ClassMap Class

convertTypeToClass (TypeToken t) =

if tokStr t == "Type" then return universe else do

let ci = simpleIdToId t

mapReadR ( \ (Result _ m) ->

case m of

Just _ -> Result [] (Just $ Intersection

(Set.single ci) [])

Nothing -> Result

[mkDiag Hint "not a class" ci] Nothing )

$ anaClassId ci

convertTypeToClass (BracketType Parens ts ps) =

do cs <- mapM convertTypeToClass ts

return $ Intersection (Set.unions $ map iclass cs) ps

convertTypeToClass t = lift $ Result [mkDiag Hint "not a class" t] Nothing

convertTypeToKind :: Type -> ReadR ClassMap Kind

convertTypeToKind (FunType t1 FunArr t2 ps) =

do k1 <- convertTypeToKind t1

k2 <- convertTypeToKind t2

return $ KindAppl k1 k2 ps

convertTypeToKind (BracketType Parens [t] _) =

do k <- convertTypeToKind t

return $ k

convertTypeToKind (MixfixType [t1, TypeToken t]) =

let s = tokStr t

v = case s of

"+" -> CoVar

"-" -> ContraVar

_ -> InVar

in case v of

InVar -> lift $ Result [] Nothing

_ -> do k1 <- convertTypeToClass t1

return $ ExtClass k1 v [tokPos t]

convertTypeToKind t =

do c <- convertTypeToClass t

return $ ExtClass c InVar []

optAnaVarDecl, anaVarDecl :: VarDecl -> State Env ()

optAnaVarDecl vd@(VarDecl v t s q) =

if isSimpleId v then

do mc <- toMaybeState classMap $ convertTypeToKind t

case mc of

Just c -> anaTypeVarDecl(TypeArg v c s q)

Nothing -> anaVarDecl vd

else anaVarDecl vd

anaVarDecl(VarDecl v oldT _ _) =

do (k, t) <- anaTypeS (star, oldT)

checkKindsS v star k

addOpId v (simpleTypeScheme t) [] VarDefn

-- ----------------------------------------------------------------------------

-- ClassItem

-- ----------------------------------------------------------------------------

anaAnnotedClassItem :: Instance -> Annoted ClassItem -> State Env ()

anaAnnotedClassItem _ aci =

let ClassItem d l _ = item aci in

do anaClassDecls d

mapM_ anaBasicItem $ map item l