{- |

Module : $Header$

Description : Hets-to-OMDoc conversion

Copyright : (c) Ewaryst Schulz, DFKI Bremen 2009

License : similar to LGPL, see HetCATS/LICENSE.txt or LIZENZ.txt

Maintainer : ewaryst.schulz@dfki.de

Stability : provisional

Portability : non-portable(Logic)

CASL implementation of the interface functions export_signToOmdoc,

export_morphismToOmdoc, export_senToOmdoc from class Logic. The actual

instantiation can be found in module CASL.Logic_CASL.

-}

module CASL.OMDocExport

( exportSymToOmdoc

, exportSenToOmdoc

, exportTheoryToOmdoc

, caslMetaTheory

) where

import OMDoc.DataTypes

--import OMDoc.Export

import Common.Id

import Common.Result

import Common.AS_Annotation

import qualified Common.Lib.Rel as Rel

import Common.DocUtils

import CASL.AS_Basic_CASL

import CASL.Sign

import CASL.Fold

import CASL.Quantification

import CASL.OMDoc

import qualified Data.Map as Map

import Data.Maybe

----------------------------- TOPLEVEL Interface -----------------------------

type Env = NameMap Symbol

exportSymToOmdoc :: Env -> Symbol -> String -> Result TCElement

exportSymToOmdoc e sym n = toOMConstant e (n, symbType sym)

exportSenToOmdoc :: (GetRange f, Pretty f) => Env -> FORMULA f

-> Result TCorOMElement

exportSenToOmdoc e f =

case f of

Sort_gen_ax cs b -> return $ Left $ makeADTs e cs

(if b then Free else Generated)

_ -> let err = const $ error "CASL extension not supported."

in return $ Right $ foldFormula (omdocRec e err) f

-- | We have to export the subsort relation because it's not given in sentences

exportTheoryToOmdoc :: (Show f, Pretty e) => SigMap Symbol -> Sign f e

-> [Named (FORMULA f)] -> Result [TCElement]

exportTheoryToOmdoc sigm sig _ =

return $ map (subsortToOmdoc $ sigMapSymbs sigm) $ Rel.toList $ sortRel sig

-------------------------- Sentences --------------------------

subsortToOmdoc :: Env -> (SORT, SORT) -> TCElement

subsortToOmdoc e (s1, s2) =

let oms1@(OMS (_, (OMName n1 _))) = oms e s1

oms2@(OMS (_, (OMName n2 _))) = oms e s2

in TCSymbol (nameEncode "ST" [n1, n2])

(OMA [const_subsortof, oms1, oms2]) Axiom Nothing

-------------------------- Symbol Interface --------------------------

class AsSymbol a where

toSymbol :: a -> Symbol

instance AsSymbol SORT where

toSymbol = idToSortSymbol

instance AsSymbol (Id, OpType) where

toSymbol = uncurry idToOpSymbol

instance AsSymbol (Id, OP_TYPE) where

toSymbol (x, y) = toSymbol (x, toOpType y)

instance AsSymbol OP_SYMB where

toSymbol (Op_name n) = error $ "AsSymbol: Unqualified OP_SYMB: " ++ show n

toSymbol (Qual_op_name n t _) = toSymbol (n, t)

instance AsSymbol (Id, PredType) where

toSymbol = uncurry idToPredSymbol

instance AsSymbol (Id, PRED_TYPE) where

toSymbol (x, y) = toSymbol (x, toPredType y)

instance AsSymbol PRED_SYMB where

toSymbol (Pred_name n) = error $ "AsSymbol: Unqual. PRED_SYMB: " ++ show n

toSymbol (Qual_pred_name n t _) = toSymbol (n, t)

-------------------------- OMDoc Constant Interface --------------------------

class AsOMConstant a where

toOMConstant :: Env -> a -> Result TCElement

instance AsOMConstant (String, OMElement, SymbolRole) where

toOMConstant _ (n, omelem, role) = return $ TCSymbol n omelem role Nothing

instance AsOMConstant (String, OpType) where

toOMConstant e (n, ot) = toOMConstant e (n, makeObjectType e ot, Obj)

instance AsOMConstant (String, PredType) where

toOMConstant e (n, pt) = toOMConstant e (n, makePredType e pt, Obj)

instance AsOMConstant String where

toOMConstant e n = toOMConstant e (n, const_sort, Typ)

instance AsOMConstant (String, SymbType) where

toOMConstant e (n, st) =

case st of

SortAsItemType -> toOMConstant e n

OpAsItemType ot -> toOMConstant e (n, ot)

PredAsItemType pt -> toOMConstant e (n, pt)

OtherTypeKind tk -> error $ "toOMConstant: other typekind " ++ tk

-------------------------- ADT --------------------------

makeADTs :: Env -> [Constraint] -> ADTType -> TCElement

makeADTs e cs b =

TCADT $ map (makeADTSortDef e b) cs

makeADTSortDef :: Env -> ADTType -> Constraint -> OmdADT

makeADTSortDef e b (Constraint s l _) =

ADTSortDef (omn e s) b $

map (makeADTConstructor e . fst) l

makeADTConstructor :: Env -> OP_SYMB -> OmdADT

makeADTConstructor e os@(Qual_op_name n (Op_type _ args _ _) _) =

if isInjName n then ADTInsort $ omqn e $ head args

else ADTConstr (omn e os) $ map (makeADTArgument e) args

makeADTConstructor _ (Op_name (Id _ _ r)) =

sfail "makeADTConstructor: No_qual_op" r

-- TODO: support for selectors

makeADTArgument :: Env -> SORT -> OmdADT

makeADTArgument e s = ADTArg (oms e s) Nothing

-------------------------- UTILS --------------------------

findInEnv ::(Ord k) => a -> Map.Map k a -> k -> a

findInEnv err m x = Map.findWithDefault err x m

sfail :: String -> Range -> a

sfail s r = error $ show (Diag Error ("unexpected " ++ s) r)

omn :: AsSymbol a => Env -> a -> String

omn e x = let s = toSymbol x

err = error $ concat [ "omn: No mapping for ", show s, "\n"

, "--------------------------------\n"

, show e]

in nameToString $ findInEnv err e s

omqn :: AsSymbol a => Env -> a -> OMQualName

omqn e x = let s = toSymbol x

err = error $ concat [ "omqn: No mapping for ", show s, "\n"

, "--------------------------------\n"

, show e]

in mkSimpleQualName $ findInEnv err e s

oms :: AsSymbol a => Env -> a -> OMElement

oms e x = let s = toSymbol x

err = error $ "oms: No mapping for " ++ show s

in simpleOMS $ findInEnv err e s

-------------------------- TYPES --------------------------

-- | Given an operator or predicate signature we construct the according type

makeType :: Env -> OpKind -> [SORT] -> Maybe SORT -> OMElement

makeType e _ [] (Just r) = oms e r

makeType e total domain range =

OMA $ funtypeconstr : (map (oms e) $ domain ++ maybeToList range)

where

funtypeconstr = case (total, range) of

(Total, Nothing) -> const_predtype

(Total, _) -> const_funtype

_ -> const_partialfuntype

makePredType :: Env -> PredType -> OMElement

makePredType e (PredType predargs) =

makeType e Total predargs Nothing

makeObjectType :: Env -> OpType -> OMElement

makeObjectType e (OpType opkind opargs oprange) =

makeType e opkind opargs (Just oprange)

-------------------------- TERMS --------------------------

-- | the object e1 and its type e2

makeTyped :: OMElement -> OMElement -> OMElement

makeTyped e1 e2 = OMATTT e1 $ OMAttr const_type e2

varToOmdoc :: Token -> OMElement

varToOmdoc v = OMV $ mkSimpleName $ tokStr v

-- | typed vars can only be typed by a single sort (first order)

varDeclToOMDoc :: Env -> (VAR, SORT) -> OMElement

varDeclToOMDoc e (v, s) = makeTyped (varToOmdoc v) $ oms e s

omdocRec :: GetRange f => Env -> (f -> OMElement)

-> Record f OMElement OMElement

omdocRec e mf = Record

{ foldQuantification = \ _ q vs f _ ->

let s = case q of

Universal -> const_forall

Existential -> const_exists

Unique_existential -> const_existsunique

vl = map (varDeclToOMDoc e) $ flatVAR_DECLs vs

in OMBIND s vl f

, foldConjunction = \ _ fs _ -> OMA $ const_and : fs

, foldDisjunction = \ _ fs _ -> OMA $ const_or : fs

, foldImplication = \ _ f1 f2 b _ ->

if b then (OMA [const_implies , f1, f2])

else (OMA [const_implied , f1, f2])

, foldEquivalence = \ _ f1 f2 _ ->

(OMA [const_equivalent , f1, f2])

, foldNegation = \ _ f _ -> (OMA [const_not , f])

, foldTrue_atom = \ _ _ -> const_true

, foldFalse_atom = \ _ _ -> const_false

, foldPredication = \ _ p ts _ -> OMA $ (oms e p) : ts

, foldDefinedness = \ _ t _ -> OMA [const_def, t]

, foldExistl_equation = \ _ t1 t2 _ -> (OMA [const_eeq , t1, t2])

, foldStrong_equation = \ _ t1 t2 _ -> (OMA [const_eq , t1, t2])

, foldMembership = \ _ t s _ ->

(OMA [const_in , t, oms e s])

, foldMixfix_formula = \ t _ -> sfail "Mixfix_formula" $ getRange t

, foldQuantOp = \ _ o _ _ -> sfail ("QuantOp " ++ show o) $ getRange o

, foldQuantPred = \ _ p _ _ -> sfail ("QuantPred " ++ show p) $ getRange p

, foldSort_gen_ax = \ t _ _ -> sfail

"Sort generating axioms should be filtered out before!"

$ getRange t

, foldExtFORMULA = \ _ f -> mf f

, foldQual_var = \ _ v _ _ -> varToOmdoc v

, foldApplication = \ _ o ts _ -> OMA $ (oms e o) : ts

, foldSorted_term = \ _ r _ _ -> r

, foldCast = \ _ t s _ ->

(OMA [const_cast , t, oms e s])

, foldConditional = \ _ e' f t _ -> (OMA [const_if , e' , f, t])

, foldMixfix_qual_pred = \ _ p -> sfail "Mixfix_qual_pred" $ getRange p

, foldMixfix_term = \ (Mixfix_term ts) _ ->

sfail "Mixfix_term" $ getRange ts

, foldMixfix_token = \ _ t -> sfail "Mixfix_token" $ tokPos t

, foldMixfix_sorted_term = \ _ _ r -> sfail "Mixfix_sorted_term" r

, foldMixfix_cast = \ _ _ r -> sfail "Mixfix_cast" r

, foldMixfix_parenthesized = \ _ _ r -> sfail "Mixfix_parenthesized" r

, foldMixfix_bracketed = \ _ _ r -> sfail "Mixfix_bracketed" r

, foldMixfix_braced = \ _ _ r -> sfail "Mixfix_braced" r }