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module ReservedWords (isResWord, isResWordGFC) where
import List
-- reserved words of GF. (c) Aarne Ranta 19/3/2002 under Gnu GPL
-- modified by Markus Forsberg 9/4.
-- modified by AR 12/6/2003 for GF2 and GFC
isResWord :: String -> Bool
isResWord s = isInTree s resWordTree
resWordTree :: BTree
resWordTree =
-- mapTree fst $ sorted2tree $ flip zip (repeat ()) $ sort allReservedWords
B "let" (B "concrete" (B "Tok" (B "Str" (B "PType" (B "Lin" N N) N) (B "Strs" N N)) (B "case" (B "abstract" (B "Type" N N) N) (B "cat" N N))) (B "fun" (B "flags" (B "def" (B "data" N N) N) (B "fn" N N)) (B "in" (B "grammar" N N) (B "include" N N)))) (B "pattern" (B "of" (B "lindef" (B "lincat" (B "lin" N N) N) (B "lintype" N N)) (B "out" (B "oper" (B "open" N N) N) (B "param" N N))) (B "strs" (B "resource" (B "printname" (B "pre" N N) N) (B "reuse" N N)) (B "transfer" (B "table" N N) (B "variants" N N))))
isResWordGFC :: String -> Bool
isResWordGFC s = isInTree s $
B "of" (B "fun" (B "concrete" (B "cat" (B "abstract" N N) N) (B "flags" N N)) (B "lin" (B "in" N N) (B "lincat" N N))) (B "resource" (B "param" (B "oper" (B "open" N N) N) (B "pre" N N)) (B "table" (B "strs" N N) (B "variants" N N)))
data BTree = N | B String BTree BTree deriving (Show)
isInTree :: String -> BTree -> Bool
isInTree x tree = case tree of
N -> False
B a left right
| x < a -> isInTree x left
| x > a -> isInTree x right
| x == a -> True
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