Parse_AS_Structured.hs revision ea39a854498febb718cbdd6035fb935fd145daac
{- |
Module : $Header$
Description : parser for CASL (heterogeneous) structured specifications
Copyright : (c) Till Mossakowski, Christian Maeder, Uni Bremen 2002-2005
License : GPLv2 or higher, see LICENSE.txt
Maintainer : Christian.Maeder@dfki.de
Stability : provisional
Portability : non-portable(Grothendieck)
Parser for CASL (heterogeneous) structured specifications
Concerning the homogeneous syntax, this follows Sect II:3.1.3
of the CASL Reference Manual.
-}
module Syntax.Parse_AS_Structured
( annoParser2
, groupSpec
, aSpec
, logicName
, parseMapping
, parseCorrespondences
, translationList
) where
import Logic.Logic (AnyLogic (..), language_name, data_logic, Syntax (..))
import Logic.Comorphism (targetLogic, AnyComorphism (..))
import Logic.Grothendieck
( LogicGraph
, setCurLogic
, G_basic_spec (..)
, G_symb_map_items_list (..)
, G_symb_items_list (..)
, lookupCurrentLogic
, lookupComorphism)
import Syntax.AS_Structured
import Common.AS_Annotation
import Common.AnnoState
import Common.Id
import Common.IRI (IRI, simpleIdToIRI, iriCurie, nullIRI, iriToStringUnsecure)
import Common.Keywords
import Common.Lexer
import Common.Parsec
import Common.Token
import Data.Char
import Data.Maybe
import Control.Monad
-- | parse annotations and then still call an annotation parser
annoParser2 :: AParser st (Annoted a) -> AParser st (Annoted a)
annoParser2 =
liftM2 (\ x (Annoted y pos l r) -> Annoted y pos (x ++ l) r) annos
-- * logic and encoding names
{- within sublogics we allow some further symbol characters -}
sublogicName :: AParser st Token
sublogicName = parseToken
$ many1 $ satisfy $ \ c -> notElem c ":./\\" && isSignChar c
|| elem c "_'" || isAlphaNum c
{- keep these identical in order to
decide after seeing ".", ":" or "->" what was meant -}
logicName :: AParser st Logic_name
logicName = do
(e, ms) <- try $ do
e <- nonSkippingSimpleId -- name of the logic or comorphism
lookAhead (char ':' >> fail "")
ms <- optionMaybe $ char '.' >> sublogicName
return (e,ms)
skipSmart
mt <- optionMaybe $ oParenT >> iriCurie << cParenT
return $ Logic_name (simpleIdToIRI e) ms mt
<|> do
i <- iriCurie
mt <- optionMaybe $ oParenT >> iriCurie << cParenT
return $ Logic_name i Nothing mt
-- * parse Logic_code
parseLogic :: LogicGraph -> AParser st (Logic_code, LogicGraph)
parseLogic lG = do
lc <- parseLogicAux
case lc of
Logic_code _ _ (Just l) _ -> return (lc, setLogicName l lG)
Logic_code (Just c) _ _ _ -> do
nLg <- lookupAndSetComorphismName c lG
return (lc, nLg)
_ -> return (lc, lG)
parseLogicAux :: AParser st Logic_code
parseLogicAux =
do l <- asKey logicS
do e <- logicName -- try to parse encoding or logic source after "logic"
case e of
Logic_name f Nothing Nothing ->
do c <- colonT
parseLogAfterColon (Just f) [l, c]
<|> parseOptLogTarget Nothing (Just e) [l]
<|> return (Logic_code (Just f) Nothing Nothing
$ tokPos l)
_ -> parseOptLogTarget Nothing (Just e) [l]
<|> do
f <- asKey funS -- parse at least a logic target after "logic"
t <- logicName
return $ Logic_code Nothing Nothing (Just t)
$ tokPos l `appRange` tokPos f
-- parse optional logic source and target after a colon (given an encoding e)
parseLogAfterColon :: Maybe IRI -> [Token] -> AParser st Logic_code
parseLogAfterColon e l =
do s <- logicName
parseOptLogTarget e (Just s) l
<|> return (Logic_code e (Just s) Nothing $ catRange l)
<|> parseOptLogTarget e Nothing l
-- parse an optional logic target (given encoding e or source s)
parseOptLogTarget :: Maybe IRI -> Maybe Logic_name -> [Token]
-> AParser st Logic_code
parseOptLogTarget e s l =
do f <- asKey funS
let p = catRange $ l ++ [f]
do t <- logicName
return (Logic_code e s (Just t) p)
<|> return (Logic_code e s Nothing p)
plainComma :: AParser st Token
plainComma = anComma `notFollowedWith` asKey logicS
-- * parse G_mapping
callSymParser :: Maybe (AParser st a) -> String -> String ->
AParser st ([a], [Token])
callSymParser p name itemType = case p of
Nothing ->
fail $ "no symbol" ++ itemType ++ " parser for language " ++ name
Just pa -> separatedBy pa plainComma
parseItemsMap :: AnyLogic -> AParser st (G_symb_map_items_list, [Token])
parseItemsMap (Logic lid) = do
(cs, ps) <- callSymParser (parse_symb_map_items lid)
(language_name lid) " maps"
return (G_symb_map_items_list lid cs, ps)
parseMapping :: LogicGraph -> AParser st ([G_mapping], [Token])
parseMapping = parseMapOrHide G_logic_translation G_symb_map parseItemsMap
parseMapOrHide :: (Logic_code -> a) -> (t -> a)
-> (AnyLogic -> AParser st (t, [Token])) -> LogicGraph
-> AParser st ([a], [Token])
parseMapOrHide constrLogic constrMap pa lG =
do (n, nLg) <- parseLogic lG
do c <- anComma
(gs, ps) <- parseMapOrHide constrLogic constrMap pa nLg
return (constrLogic n : gs, c : ps)
<|> return ([constrLogic n], [])
<|> do
l <- lookupCurrentLogic "parseMapOrHide" lG
(m, ps) <- pa l
do c <- anComma
(gs, qs) <- parseMapOrHide constrLogic constrMap pa lG
return (constrMap m : gs, ps ++ c : qs)
<|> return ([constrMap m], ps)
-- * parse G_hiding
parseItemsList :: AnyLogic -> AParser st (G_symb_items_list, [Token])
parseItemsList (Logic lid) = do
(cs, ps) <- callSymParser (parse_symb_items lid)
(language_name lid) ""
return (G_symb_items_list lid cs, ps)
parseHiding :: LogicGraph -> AParser st ([G_hiding], [Token])
parseHiding = parseMapOrHide G_logic_projection G_symb_list parseItemsList
-- * specs
-- "then" is associative, therefore flatten extensions
flatExts :: [Annoted SPEC] -> [Annoted SPEC]
flatExts = concatMap $ \ as -> case item as of
Extension sps _ -> sps
Group sp _ -> case flatExts [sp] of
[_] -> [as]
sps -> sps
_ -> [as]
spec :: LogicGraph -> AParser st (Annoted SPEC)
spec l = do
(sps, ps) <- annoParser2 (specA l) `separatedBy` asKey thenS
return $ case sps of
[sp] -> sp
_ -> emptyAnno (Extension (flatExts sps) $ catRange ps)
specA :: LogicGraph -> AParser st (Annoted SPEC)
specA l = do
(sps, ps) <- annoParser2 (specB l) `separatedBy` asKey andS
return $ case sps of
[sp] -> sp
_ -> emptyAnno (Union sps $ catRange ps)
specB :: LogicGraph -> AParser st (Annoted SPEC)
specB l = do
p1 <- asKey localS
sp1 <- aSpec l
p2 <- asKey withinS
sp2 <- annoParser2 $ specB l
return (emptyAnno $ Local_spec sp1 sp2 $ tokPos p1 `appRange` tokPos p2)
<|> specC l
specC :: LogicGraph -> AParser st (Annoted SPEC)
specC lG = do
let spD = annoParser $ specD lG
rest = spD >>= translationList lG Translation Reduction
l@(Logic lid) <- lookupCurrentLogic "specC" lG
{- if the current logic has an associated data_logic,
parse "data SPEC1 SPEC2", where SPEC1 is in the data_logic
SPEC1 needs to be a basic spec or a grouped spec
SPEC2 is in the currrent logic -}
case data_logic lid of
Nothing -> rest
Just lD@(Logic dl) -> do
p1 <- asKey dataS -- not a keyword
sp1 <- annoParser $ basicSpec lD
<|> groupSpec (setCurLogic (language_name dl) lG)
sp2 <- spD
return (emptyAnno $ Data lD l sp1 sp2 $ tokPos p1)
<|> rest
translationList :: LogicGraph -> (Annoted b -> RENAMING -> b)
-> (Annoted b -> RESTRICTION -> b) -> Annoted b -> AParser st (Annoted b)
translationList l ftrans frestr sp =
do sp' <- translation l sp ftrans frestr
translationList l ftrans frestr (emptyAnno sp')
<|> return sp
{- | Parse renaming
@
RENAMING ::= with SYMB-MAP-ITEMS-LIST
@
SYMB-MAP-ITEMS-LIST is parsed using parseMapping -}
renaming :: LogicGraph -> AParser st RENAMING
renaming l =
do kWith <- asKey withS
(mappings, commas) <- parseMapping l
return (Renaming mappings $ catRange $ kWith : commas)
{- | Parse restriction
@
RESTRICTION ::= hide SYMB-ITEMS-LIST
| reveal SYMB-MAP-ITEMS-LIST
@
SYMB-ITEMS-LIST is parsed using parseHiding; SYMB-MAP-ITEMS-LIST is
parsed using parseItemsMap -}
restriction :: LogicGraph -> AParser st RESTRICTION
restriction lg =
-- hide
do kHide <- asKey hideS
(symbs, commas) <- parseHiding lg
return (Hidden symbs (catRange (kHide : commas)))
<|> -- reveal
do kReveal <- asKey revealS
nl <- lookupCurrentLogic "reveal" lg
(mappings, commas) <- parseItemsMap nl
return (Revealed mappings (catRange (kReveal : commas)))
translation :: LogicGraph -> a -> (a -> RENAMING -> b)
-> (a -> RESTRICTION -> b) -> AParser st b
translation l sp ftrans frestr =
do r <- renaming l
return (ftrans sp r)
<|>
do r <- restriction l
return (frestr sp r)
groupSpecLookhead :: AParser st IRI
groupSpecLookhead =
let tok2IRI = liftM simpleIdToIRI in
(tok2IRI oBraceT) <|> followedWith (iriCurie << annos)
(choice (map (tok2IRI . asKey) criticalKeywords)
<|> tok2IRI cBraceT <|> tok2IRI oBracketT <|> tok2IRI cBracketT
<|> (eof >> return nullIRI))
specD :: LogicGraph -> AParser st SPEC
-- do some lookahead for free spec, to avoid clash with free type
specD l = do
p <- asKey freeS `followedWith` groupSpecLookhead
sp <- annoParser $ groupSpec l
return (Free_spec sp $ tokPos p)
<|> do
p <- asKey cofreeS `followedWith` groupSpecLookhead
sp <- annoParser $ groupSpec l
return (Cofree_spec sp $ tokPos p)
<|> do
p <- asKey closedS `followedWith` groupSpecLookhead
sp <- annoParser $ groupSpec l
return (Closed_spec sp $ tokPos p)
<|> specE l
specE :: LogicGraph -> AParser st SPEC
specE l = logicSpec l
<|> combineSpec
<|> (lookAhead groupSpecLookhead >> groupSpec l)
<|> (lookupCurrentLogic "basic spec" l >>= basicSpec)
-- | call a logic specific parser if it exists
callParser :: Maybe (AParser st a) -> String -> String -> AParser st a
callParser p name itemType =
fromMaybe (fail $ "no " ++ itemType ++ " parser for language " ++ name) p
basicSpec :: AnyLogic -> AParser st SPEC
basicSpec (Logic lid) = do
p <- getPos
bspec <- callParser (parse_basic_spec lid) (language_name lid)
"basic specification"
q <- getPos
return $ Basic_spec (G_basic_spec lid bspec) $ Range [p, q]
logicSpec :: LogicGraph -> AParser st SPEC
logicSpec lG = do
s1 <- asKey logicS
ln <- logicName
s2 <- colonT
sp <- annoParser $ specD $ setLogicName ln lG
return $ Qualified_spec ln sp $ toRange s1 [] s2
combineSpec :: AParser st SPEC
combineSpec = do
s1 <- asKey combineS
oir <- commaSep1 iriCurie
(exl, ps) <- (do
s2 <- try $ asKey excludingS
e <- commaSep1 iriCurie
p <- getPos
return (e,appRange (tokPos s2) $ Range [p])
<|> return ([], nullRange)
)
return $ Combination oir exl $ appRange (tokPos s1) ps
lookupAndSetComorphismName :: IRI -> LogicGraph -> AParser st LogicGraph
lookupAndSetComorphismName cIRI lg = do
Comorphism cid <- lookupComorphism (iriToStringUnsecure cIRI) lg
return $ setCurLogic (language_name $ targetLogic cid) lg
aSpec :: LogicGraph -> AParser st (Annoted SPEC)
aSpec = annoParser2 . spec
groupSpec :: LogicGraph -> AParser st SPEC
groupSpec l = do
b <- oBraceT
do
c <- cBraceT
return $ EmptySpec $ catRange [b, c]
<|> do
a <- aSpec l
c <- cBraceT
return $ Group a $ catRange [b, c]
<|> do
n <- iriCurie
(f, ps) <- fitArgs l
return (Spec_inst n f ps)
fitArgs :: LogicGraph -> AParser st ([Annoted FIT_ARG], Range)
fitArgs l = do
fas <- many (fitArg l)
let (fas1, ps) = unzip fas
return (fas1, concatMapRange id ps)
fitArg :: LogicGraph -> AParser st (Annoted FIT_ARG, Range)
fitArg l = do
b <- oBracketT
fa <- annoParser (fittingArg l)
c <- cBracketT
return (fa, toRange b [] c)
fittingArg :: LogicGraph -> AParser st FIT_ARG
fittingArg l = do
s <- asKey viewS
vn <- iriCurie
(fa, ps) <- fitArgs l
return (Fit_view vn fa (tokPos s `appRange` ps))
<|> do
sp <- aSpec l
(symbit, ps) <- option ([], nullRange) $ do
s <- asKey fitS
(m, qs) <- parseMapping l
return (m, catRange $ s : qs)
return (Fit_spec sp symbit ps)
parseCorrespondences :: AParser st [CORRESPONDENCE]
parseCorrespondences = commaSep1 correspondence
correspondence :: AParser st CORRESPONDENCE
correspondence = do
(cid, entityRef, relationRef) <- correspIRIs
conf <- optionMaybe confidence
skipSmart
toer <- termOrEntityRef
return $ Correspondence cid entityRef toer relationRef conf
correspIRIs :: AParser st (Maybe IRI, IRI, Maybe IRI)
correspIRIs = do
i1 <- iriCurie
(i2m, i3m) <- (do
try $ asKey equalS
i2 <- iriCurie
i3 <- (lookAheadConfidence >> return Nothing)
<|> (lookAhead (try twoIriCurie) >> (liftM Just) iriCurie)
<|> return Nothing
return (Just i2, i3)
<|> do
i3 <- (lookAheadConfidence >> return Nothing)
<|> (lookAhead (try twoIriCurie) >> (liftM Just) iriCurie)
<|> return Nothing
return (Nothing, i3)
)
return $ case i2m of
Nothing -> (Nothing, i1, i3m)
Just i2j -> (Just i1, i2j, i3m)
twoIriCurie :: AParser st ()
twoIriCurie = iriCurie >> (
(try commaT >> fail "") -- comma is also iriCurie
<|>
(try (asKey endS) >> fail "") -- "end" is also iriCurie
<|> do
iriCurie
return ()
)
lookAheadConfidence :: AParser st ()
lookAheadConfidence = lookAhead (try confidence) >> return ()
termOrEntityRef :: AParser st TERM_OR_ENTITY_REF
termOrEntityRef = do
i <- iriCurie
return $ Entity_ref i
<|> term -- TODO: reverse order
-- TODO: implement
term :: AParser st a
term = undefined
confidence :: AParser st Double
confidence = char '(' >> confidenceNumber << char ')'
confidenceNumber :: AParser st Double
confidenceNumber = do
d1 <- char '0'
d <- (do
d2 <- char '.'
ds <- many digit
return $ read $ d1:d2:ds
<|>
return 0
)
return d
<|> do
char '1'
(do
char '.'
many $ char '0'
return 1
<|>
return 1
)