Consider the usage of these different parser combinators.
import Control.Applicative.Combinators
import Text.Regex.Applicative
main :: IO ()
main = do
let parser1 = sym '"' *> manyTill anySym (sym '"')
print $ match parser1 "\"abc\""
let parser2 = sym '"' *> many anySym <* sym '"'
print $ match parser2 "\"abc\""
import Control.Applicative.Combinators
import Text.ParserCombinators.ReadP hiding(many, manyTill)
main :: IO ()
main = do
let parser1 = char '"' *> manyTill get (char '"')
print $ readP_to_S parser1 "\"abc\""
let parser2 = char '"' *> many get <* char '"'
print $ readP_to_S parser2 "\"abc\""
{-# LANGUAGE OverloadedStrings #-}
import Control.Applicative.Combinators
import Data.Attoparsec.Text hiding(manyTill)
main :: IO ()
main = do
let parser1 = char '"' *> manyTill anyChar (char '"')
print $ parseOnly parser1 "\"abc\""
let parser2 = char '"' *> many anyChar <* char '"'
print $ parseOnly parser2 "\"abc\""
import Control.Applicative.Combinators
import Text.Megaparsec hiding(many, manyTill)
import Data.Void
main :: IO ()
main = do
let parser1 = single '"' *> manyTill anySingle (single '"') :: Parsec Void String String
print $ parseMaybe parser1 "\"abc\""
let parser2 = single '"' *> many anySingle <* single '"' :: Parsec Void String String
print $ parseMaybe parser2 "\"abc\""
With all four of them, the manyTill
parser successfully matches abc
, since this doesn't depend on backtracking. With regex-applicative
and ReadP
, the many
parser also successfully matches abc
, since they both backtrack by default. With megaparsec
, the many
parser fails to match, since it doesn't backtrack by default. So far, everything makes sense. However, with attoparsec
, the many
parser fails to match, even though it does backtrack: its documentation says "attoparsec parsers always backtrack on failure" and "if you feed incremental input to an a parser, it will require memory proportional to the amount of input you supply. (This is necessary to support arbitrary backtracking.)". Why is this? Isn't that supposed to be exactly what backtracking is?