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{-# OPTIONS_CYMAKE -Wno-incomplete-patterns #-}
module Prolog.Show
( showPlProg, showPlClause, showPlGoals, showPlGoal, showPlTerm )
where
import Char(isAlphaNum,isLower)
import List(union,intercalate)
import Prolog.Types
showPlProg :: [PlClause] -> String
showPlProg clauses = unlines $ map (showPlClause . optimizeClause) clauses
showPlClause :: PlClause -> String
showPlClause (PlClause pred args []) =
showPlGoal (PlLit pred args) ++ "."
showPlClause (PlClause pred args body@(_:_)) =
showPlGoal (PlLit pred args) ++ " :- " ++ showPlGoals body ++ "."
showPlClause (PlDirective body) =
":- " ++ showPlGoals body ++ "."
showPlClause (PlQuery body) =
"?- " ++ showPlGoals body ++ "."
showPlGoals :: [PlGoal] -> String
showPlGoals gs = intercalate ", " (map showPlGoal gs)
showPrimPlGoals :: [PlGoal] -> String
showPrimPlGoals [] = "true"
showPrimPlGoals [g] = showPlGoal g
showPrimPlGoals gs@(_:_:_) = "(" ++ intercalate ", " (map showPlGoal gs) ++ ")"
showPlGoal :: PlGoal -> String
showPlGoal (PlLit pred args) =
if pred=="="
then showPlTerm (args!!0) ++ "=" ++ showPlTerm (args!!1)
else showPlTerm (PlStruct pred args)
showPlGoal (PlNeg goal) =
"\\+" ++ showPrimPlGoals goal
showPlGoal (PlCond cond tgoal fgoal) =
"(" ++ showPrimPlGoals cond ++ " -> " ++ showPlGoals tgoal ++ " ; " ++
showPlGoals fgoal ++ ")"
showPlTerm :: PlTerm -> String
showPlTerm (PlVar v) = v
showPlTerm (PlAtom a) = showPlAtom a
showPlTerm (PlInt i) = show i
showPlTerm (PlFloat f) = show f
showPlTerm (PlStruct f []) = showPlAtom f
showPlTerm (PlStruct f args@(h:t))
| f=="." && length args == 2
= "[" ++ showPlTerm h ++ showPlListElems (head t) ++ "]"
| (f=="," || all (`elem` specialChars) f) && length args == 2
= "("++ showPlTerm (args!!0) ++ f ++ showPlTerm (args!!1) ++")"
| otherwise = showPlAtom f ++"("++ intercalate "," (map showPlTerm args) ++")"
showPlListElems :: PlTerm -> String
showPlListElems xs = case xs of
PlAtom "[]" -> ""
PlStruct f [y,ys] -> if f=="." then "," ++ showPlTerm y ++ showPlListElems ys
else "|" ++ showPlTerm ys
_ -> "|" ++ showPlTerm xs
showPlAtom :: String -> String
showPlAtom a =
if a=="[]" || (all (\c -> isAlphaNum c || c=='_') a && isLower (head a))
|| all (`elem` specialChars) a
then a
else '\'': (concatMap (\c->if c=='\'' then "\\'" else [c]) a) ++"'"
specialChars :: String
specialChars = "+-*/<=>`\\:.?@#$&^~"
optimizeClause :: PlClause -> PlClause
optimizeClause (PlClause pred args body) =
PlClause pred args (optimizeBody (unionMap varsOf args) body)
optimizeClause (PlDirective body) = PlDirective (optimizeBody [] body)
optimizeClause (PlQuery body) = PlQuery (optimizeBody [] body)
optimizeBody :: [String] -> [PlGoal] -> [PlGoal]
optimizeBody _ [] = []
optimizeBody vars (PlCond cond tgoal fgoal : lits) =
let ocond = optimizeBody vars cond
ocvars = union vars (unionMap varsOfLit cond)
otgoal = optimizeBody ocvars tgoal
ofgoal = optimizeBody ocvars fgoal
in PlCond ocond otgoal ofgoal
: optimizeBody (union ocvars (unionMap varsOfLit (otgoal++ofgoal))) lits
optimizeBody vars (PlLit pred args : lits)
| pred=="=" && isPlVar (head args) && (varOf (head args) `notElem` vars)
= optimizeBody (union vars (varsOf (args!!1)))
(map (replaceInLit (varOf (head args)) (args!!1)) lits)
| pred=="=" && isPlVar (args!!1) && (varOf (args!!1) `notElem` vars)
= optimizeBody (union vars (varsOf (args!!0)))
(map (replaceInLit (varOf (args!!1)) (args!!0)) lits)
| otherwise
= PlLit pred args : optimizeBody (union vars (unionMap varsOf args)) lits
replaceInLit :: String -> PlTerm -> PlGoal -> PlGoal
replaceInLit x y (PlLit pred args) = PlLit pred (map (replaceInTerm x y) args)
replaceInLit x y (PlCond cond tgoal fgoal) =
PlCond (map (replaceInLit x y) cond)
(map (replaceInLit x y) tgoal)
(map (replaceInLit x y) fgoal)
replaceInTerm :: String -> PlTerm -> PlTerm -> PlTerm
replaceInTerm x y (PlVar v) = if x==v then y else PlVar v
replaceInTerm _ _ (PlAtom a) = PlAtom a
replaceInTerm _ _ (PlInt i) = PlInt i
replaceInTerm _ _ (PlFloat f) = PlFloat f
replaceInTerm x y (PlStruct f args) = PlStruct f (map (replaceInTerm x y) args)
varsOfLit :: PlGoal -> [String]
varsOfLit (PlLit _ args) = unionMap varsOf args
varsOfLit (PlCond g1 g2 g3) = unionMap varsOfLit (g1++g2++g3)
varsOf :: PlTerm -> [String]
varsOf (PlVar v) = [v]
varsOf (PlAtom _) = []
varsOf (PlInt _) = []
varsOf (PlFloat _) = []
varsOf (PlStruct _ args) = unionMap varsOf args
isPlVar :: PlTerm -> Bool
isPlVar t = case t of
PlVar _ -> True
_ -> False
varOf :: PlTerm -> String
varOf (PlVar v) = v
unionMap :: Eq b => (a -> [b]) -> [a] -> [b]
unionMap f = foldr union [] . map f
|