PrintAs.hs revision 53301de22afd7190981b363b57c48df86fcb50f7
{- |
Module : $Header$
Copyright : (c) Christian Maeder and Uni Bremen 2003
Licence : All rights reserved.
Maintainer : hets@tzi.de
Stability : experimental
Portability : portable
printing data types of the abstract syntax
-}
module HasCASL.PrintAs where
import HasCASL.As
import Common.Keywords
import HasCASL.HToken
import Common.Lib.Pretty
import Common.PPUtils
import qualified Common.Lib.Set as Set
import Common.PrettyPrint
import Common.GlobalAnnotations(GlobalAnnos)
-- | short cut for: if b then empty else d
noPrint :: Bool -> Doc -> Doc
noPrint b d = if b then empty else d
instance PrettyPrint TypePattern where
printText0 ga (TypePattern name args _) = printText0 ga name
<> fcat (map (parens . printText0 ga) args)
printText0 ga (TypePatternToken t) = printText0 ga t
printText0 ga (MixfixTypePattern ts) = fsep (map (printText0 ga) ts)
printText0 ga (BracketTypePattern k l _) = bracket k $ commaT_text ga l
printText0 ga (TypePatternArg t _) = parens $ printText0 ga t
-- | put proper brackets around a document
bracket :: BracketKind -> Doc -> Doc
bracket b t = let (o,c) = getBrackets b in ptext o <> t <> ptext c
-- | print a 'Kind' plus a preceding colon (or nothing for 'star')
printKind :: GlobalAnnos -> Kind -> Doc
printKind ga kind = case kind of
ExtClass (Intersection s _) InVar _ ->
if Set.isEmpty s then empty else erg
_ -> erg
where erg = space <> colon <+> printText0 ga kind
instance PrettyPrint Type where
printText0 ga (TypeName name _k _i) = printText0 ga name
-- <> printKind ga k
-- <> if i == 0 then empty
-- else parens (int i)
printText0 ga (TypeAppl t1 t2) = parens (printText0 ga t1)
<> parens (printText0 ga t2)
printText0 ga (TypeToken t) = printText0 ga t
printText0 ga (BracketType k l _) = bracket k $ commaT_text ga l
printText0 ga (KindedType t kind _) = (case t of
FunType _ _ _ _ -> parens
ProductType _ _ -> parens
LazyType _ _ -> parens
TypeAppl _ _ -> parens
_ -> id) (printText0 ga t)
<+> colon <+> printText0 ga kind
printText0 ga (MixfixType ts) = fsep (map (printText0 ga) ts)
printText0 ga (LazyType t _) = text quMark <+> (case t of
FunType _ _ _ _ -> parens
ProductType _ _ -> parens
KindedType _ _ _ -> parens
_ -> id) (printText0 ga t)
printText0 ga (ProductType ts _) = if null ts then parens empty
else fsep (punctuate (space <> text timesS)
(map ( \ t ->
(case t of
FunType _ _ _ _ -> parens
ProductType _ _ -> parens
_ -> id) $ printText0 ga t) ts))
printText0 ga (FunType t1 arr t2 _) = (case t1 of
FunType _ _ _ _ -> parens
_ -> id) (printText0 ga t1)
<+> printText0 ga arr
<+> printText0 ga t2
instance PrettyPrint Pred where
printText0 ga (IsIn c ts) = if null ts then printText0 ga c
else if null $ tail ts then
printText0 ga (head ts) <+>
colon <+> printText0 ga c
else printText0 ga c <+>
fsep (punctuate space
(map (printText0 ga) ts))
instance PrettyPrint t => PrettyPrint (Qual t) where
printText0 ga (ps :=> t) = (if null ps then empty
else parens $ commaT_text ga ps <+>
ptext implS <+> space) <>
printText0 ga t
-- no curried notation for bound variables
instance PrettyPrint TypeScheme where
printText0 ga (TypeScheme vs t _) = noPrint (null vs) (text forallS
<+> semiT_text ga vs
<+> text dotS <+> space)
<> printText0 ga t
instance PrettyPrint Partiality where
printText0 _ Partial = text quMark
printText0 _ Total = text exMark
instance PrettyPrint Arrow where
printText0 _ FunArr = text funS
printText0 _ PFunArr = text pFun
printText0 _ ContFunArr = text contFun
printText0 _ PContFunArr = text pContFun
instance PrettyPrint Quantifier where
printText0 _ Universal = text forallS
printText0 _ Existential = text existsS
printText0 _ Unique = text $ existsS ++ exMark
instance PrettyPrint TypeQual where
printText0 _ OfType = colon
printText0 _ AsType = text asS
printText0 _ InType = text inS
instance PrettyPrint Term where
printText0 ga (QualVar v t _) = parens $ text varS
<+> printText0 ga v
<+> colon
<+> printText0 ga t
printText0 ga (QualOp n t _) = parens $
text opS
<+> printText0 ga n
<+> colon
<+> printText0 ga t
printText0 ga (ResolvedMixTerm n ts _) = (parens $ printText0 ga n)
<+> noPrint (null ts) (parens $ commaT_text ga ts)
printText0 ga (ApplTerm t1 t2 _) = printText0 ga t1
<+> (case t2 of
QualVar _ _ _ -> id
QualOp _ _ _ -> id
TupleTerm _ _ -> id
BracketTerm Parens _ _ -> id
TermToken _ -> id
_ -> parens) (printText0 ga t2)
printText0 ga (TupleTerm ts _) = parens $ commaT_text ga ts
printText0 ga (TypedTerm term q typ _) = printText0 ga term
<+> printText0 ga q
<+> printText0 ga typ
printText0 ga (QuantifiedTerm q vs t _) = printText0 ga q
<+> semiT_text ga vs
<+> text dotS
<+> printText0 ga t
printText0 ga (LambdaTerm ps q t _) = text lamS
<+> (case ps of
[p] -> printText0 ga p
_ -> fcat $ map
(parens.printText0 ga) ps)
<+> (case q of
Partial -> text dotS
Total -> text $ dotS ++ exMark)
<+> printText0 ga t
printText0 ga (CaseTerm t es _ ) = text caseS
<+> printText0 ga t
<+> text ofS
<+> vcat (punctuate (text " | ")
(map (printEq0 ga funS) es))
printText0 ga (LetTerm es t _) = text letS
<+> vcat (punctuate semi
(map (printEq0 ga equalS) es))
<+> text inS
<+> printText0 ga t
printText0 ga (TermToken t) = printText0 ga t
printText0 ga (MixfixTerm ts) = fsep $ map (printText0 ga) ts
printText0 ga (BracketTerm k l _) = bracket k $ commaT_text ga l
instance PrettyPrint Pattern where
printText0 ga (PatternVar v) = printText0 ga v
printText0 ga (ResolvedMixPattern n args _) = parens (printText0 ga n)
<+> noPrint (null args)
(parens $ commaT_text ga args)
printText0 ga (PatternConstr n t args _) = printText0 ga n
<+> colon
<+> printText0 ga t
<+> fcat (map (parens.printText0 ga) args)
printText0 ga (PatternToken t) = printText0 ga t
printText0 ga (BracketPattern k l _) = bracket k $ commaT_text ga l
printText0 ga (TuplePattern ps _) = parens $ commaT_text ga ps
printText0 ga (MixfixPattern ps) = fsep (map (printText0 ga) ps)
printText0 ga (TypedPattern p t _) = printText0 ga p
<+> colon
<+> printText0 ga t
printText0 ga (AsPattern v p _) = printText0 ga v
<+> text asP
<+> printText0 ga p
-- | print an equation with different symbols between 'Pattern' and 'Term'
printEq0 :: GlobalAnnos -> String -> ProgEq -> Doc
printEq0 ga s (ProgEq p t _) = fsep [printText0 ga p
, text s
, printText0 ga t]
instance PrettyPrint VarDecl where
printText0 ga (VarDecl v t _ _) = printText0 ga v <+> colon
<+> printText0 ga t
instance PrettyPrint GenVarDecl where
printText0 ga (GenVarDecl v) = printText0 ga v
printText0 ga (GenTypeVarDecl tv) = printText0 ga tv
instance PrettyPrint TypeArg where
printText0 ga (TypeArg v c _ _) = printText0 ga v <+> colon
<+> printText0 ga c
instance PrettyPrint Variance where
printText0 _ CoVar = text plusS
printText0 _ ContraVar = text minusS
printText0 _ InVar = empty
instance PrettyPrint Kind where
printText0 ga (ExtClass k v _) = printText0 ga k
<> printText0 ga v
printText0 ga (KindAppl k1 k2 _) =
(case k1 of
KindAppl _ _ _ -> parens
_ -> id) (printText0 ga k1)
<+> text funS
<+> printText0 ga k2
-- | don't print an empty list and put parens around longer lists
printList0 :: (PrettyPrint a) => GlobalAnnos -> [a] -> Doc
printList0 ga l = case l of
[] -> empty
[x] -> printText0 ga x
_ -> parens $ commaT_text ga l
instance PrettyPrint Class where
printText0 ga (Downset t) = braces $
text "_" <+> text lessS <+> printText0 ga t
printText0 ga (Intersection c _) = if Set.isEmpty c then ptext "Type"
else printList0 ga $ Set.toList c
instance PrettyPrint InstOpId where
printText0 ga (InstOpId n l _) = printText0 ga n
<> noPrint (null l)
(brackets $ semiT_text ga l)
------------------------------------------------------------------------
-- item stuff
------------------------------------------------------------------------
-- | print a 'TypeScheme' as a pseudo type
printPseudoType :: GlobalAnnos -> TypeScheme -> Doc
printPseudoType ga (TypeScheme l t _) = noPrint (null l) (text lamS
<+> (if null $ tail l then
printText0 ga $ head l
else fcat(map (parens . printText0 ga) l))
<+> text dotS <> space) <> printText0 ga t
instance PrettyPrint BasicSpec where
printText0 ga (BasicSpec l) = vcat (map (printText0 ga) l)
instance PrettyPrint ProgEq where
printText0 ga = printEq0 ga equalS
instance PrettyPrint BasicItem where
printText0 ga (SigItems s) = printText0 ga s
printText0 ga (ProgItems l _) = text programS <+> semiT_text ga l
printText0 ga (ClassItems i l _) = text classS <+> printText0 ga i
<+> semiT_text ga l
printText0 ga (GenVarItems l _) = text varS <+> semiT_text ga l
printText0 ga (FreeDatatype l _) = text freeS <+> text typeS
<+> semiT_text ga l
printText0 ga (GenItems l _) = text generatedS <+> braces (semiT_text ga l)
printText0 ga (AxiomItems vs fs _) = (if null vs then empty
else text forallS <+> semiT_text ga vs)
$$ vcat (map
(\x -> text dotS <+> printText0 ga x)
fs)
instance PrettyPrint SigItems where
printText0 ga (TypeItems i l _) = text typeS <+> printText0 ga i
<+> semiT_text ga l
printText0 ga (OpItems l _) = text opS <+> semiT_text ga l
instance PrettyPrint Instance where
printText0 _ Instance = text instanceS
printText0 _ _ = empty
instance PrettyPrint ClassItem where
printText0 ga (ClassItem d l _) = printText0 ga d $$
if null l then empty
else braces (semiT_text ga l)
instance PrettyPrint ClassDecl where
printText0 ga (ClassDecl l k _) = commaT_text ga l <> printKind ga k
printText0 ga (SubclassDecl l k s _) = commaT_text ga l
<> printKind ga k
<+> text lessS
<+> printText0 ga s
printText0 ga (ClassDefn n k c _) = printText0 ga n
<> printKind ga k
<+> text equalS
<+> printText0 ga c
printText0 ga (DownsetDefn c v t _) =
let pv = printText0 ga v in
printText0 ga c
<> text equalS
<> braces (pv <> text dotS <> pv
<> text lessS
<+> printText0 ga t)
instance PrettyPrint Vars where
printText0 ga (Var v) = printText0 ga v
printText0 ga (VarTuple vs _) = parens $ commaT_text ga vs
instance PrettyPrint TypeItem where
printText0 ga (TypeDecl l k _) = commaT_text ga l <>
printKind ga k
printText0 ga (SubtypeDecl l t _) = commaT_text ga l <+> text lessS
<+> printText0 ga t
printText0 ga (IsoDecl l _) = cat(punctuate (text " = ")
(map (printText0 ga) l))
printText0 ga (SubtypeDefn p v t f _) = printText0 ga p
<+> text equalS
<+> braces (printText0 ga v
<+> colon
<+> printText0 ga t
<+> text dotS
<+> printText0 ga f)
printText0 ga (AliasType p k t _) = (printText0 ga p <>
case k of
Nothing -> empty
Just j -> space <> colon <+>
printText0 ga j)
<+> text assignS
<+> printPseudoType ga t
printText0 ga (Datatype t) = printText0 ga t
instance PrettyPrint OpItem where
printText0 ga (OpDecl l t as _) = commaT_text ga l <+> colon
<+> (printText0 ga t
<> (if null as then empty else comma)
<> commaT_text ga as)
printText0 ga (OpDefn n ps s p t _) = (printText0 ga n
<> fcat (map (printText0 ga) ps))
<+> (colon <> if p == Partial
then text quMark else empty)
<+> printText0 ga s
<+> text equalS
<+> printText0 ga t
instance PrettyPrint BinOpAttr where
printText0 _ Assoc = text assocS
printText0 _ Comm = text commS
printText0 _ Idem = text idemS
instance PrettyPrint OpAttr where
printText0 ga (BinOpAttr a _) = printText0 ga a
printText0 ga (UnitOpAttr t _) = text unitS <+> printText0 ga t
instance PrettyPrint DatatypeDecl where
printText0 ga (DatatypeDecl p k as d _) = (printText0 ga p <>
printKind ga k)
<+> text defnS
<+> vcat(punctuate (text " | ")
(map (printText0 ga) as))
<+> case d of Nothing -> empty
Just c -> text derivingS
<+> printText0 ga c
instance PrettyPrint Alternative where
printText0 ga (Constructor n cs p _) = printText0 ga n
<+> fsep (map (printText0 ga) cs)
<+> (case p of {Partial -> text quMark;
_ -> empty})
printText0 ga (Subtype l _) = text typeS <+> commaT_text ga l
instance PrettyPrint Components where
printText0 ga (Selector n p t _ _) = printText0 ga n
<> colon <> (case p of { Partial ->text quMark;
_ -> empty }
<+> printText0 ga t)
printText0 ga (NoSelector t) = printText0 ga t
printText0 ga (NestedComponents l _) = parens $ semiT_text ga l
instance PrettyPrint OpId where
printText0 ga (OpId n ts _) = printText0 ga n
<+> noPrint (null ts)
(brackets $ commaT_text ga ts)