Text.ParserCombinators.HuttonMeijerWallace

polyparse-1.12: A variety of alternative parser combinator libraries.

Safe Haskell | Safe
Language | Haskell98

Text.ParserCombinators.HuttonMeijerWallace

Contents

- The parser monad
- Primitive parser combinators
- Derived combinators
- Error handling
- State handling
- Re-parsing

Description

This library of monadic parser combinators is based on the ones defined by Graham Hutton and Erik Meijer. It has been extended by Malcolm Wallace to use an abstract token type (no longer just a string) as input, and to incorporate state in the monad, useful for symbol tables, macros, and so on. Basic facilities for error reporting have also been added, and later extended by Graham Klyne to return the errors through an `Either` type, rather than just calling `error`.

Synopsis

- newtype Parser s t e a = P (s -> [Either e t] -> ParseResult s t e a)
- item :: Parser s t e t
- eof :: Show p => Parser s (p, t) String ()
- papply :: Parser s t String a -> s -> [Either String t] -> [(a, s, [Either String t])]
- papply' :: Parser s t e a -> s -> [Either e t] -> Either e [(a, s, [Either e t])]
- (+++) :: Parser s t e a -> Parser s t e a -> Parser s t e a
- tok :: Eq t => t -> Parser s (p, t) e t
- nottok :: Eq t => [t] -> Parser s (p, t) e t
- many :: Parser s t e a -> Parser s t e [a]
- many1 :: Parser s t e a -> Parser s t e [a]
- sepby :: Parser s t e a -> Parser s t e b -> Parser s t e [a]
- sepby1 :: Parser s t e a -> Parser s t e b -> Parser s t e [a]
- chainl :: Parser s t e a -> Parser s t e (a -> a -> a) -> a -> Parser s t e a
- chainl1 :: Parser s t e a -> Parser s t e (a -> a -> a) -> Parser s t e a
- chainr :: Parser s t e a -> Parser s t e (a -> a -> a) -> a -> Parser s t e a
- chainr1 :: Parser s t e a -> Parser s t e (a -> a -> a) -> Parser s t e a
- ops :: [(Parser s t e a, b)] -> Parser s t e b
- bracket :: (Show p, Show t) => Parser s (p, t) e a -> Parser s (p, t) e b -> Parser s (p, t) e c -> Parser s (p, t) e b
- toEOF :: Show p => Parser s (p, t) String a -> Parser s (p, t) String a
- elserror :: (Show p, Show t) => Parser s (p, t) String a -> String -> Parser s (p, t) String a
- stupd :: (s -> s) -> Parser s t e ()
- stquery :: (s -> a) -> Parser s t e a
- stget :: Parser s t e s
- reparse :: [Either e t] -> Parser s t e ()

# The parser monad

newtype Parser s t e a #

Constructors

P (s -> [Either e t] -> ParseResult s t e a) | The parser type is parametrised on the types of the state `s`, the input tokens `t`, error-type `e`, and the result value `a`. The state and remaining input are threaded through the monad.

Instances

Monad (Parser s t e) # |
Methods (>>=) :: Parser s t e a -> (a -> Parser s t e b) -> Parser s t e b # (>>) :: Parser s t e a -> Parser s t e b -> Parser s t e b # return :: a -> Parser s t e a # fail :: String -> Parser s t e a #
Functor (Parser s t e) # |
Methods fmap :: (a -> b) -> Parser s t e a -> Parser s t e b # (<$) :: a -> Parser s t e b -> Parser s t e a #
Applicative (Parser s t e) # |
Methods pure :: a -> Parser s t e a # (<*>) :: Parser s t e (a -> b) -> Parser s t e a -> Parser s t e b # liftA2 :: (a -> b -> c) -> Parser s t e a -> Parser s t e b -> Parser s t e c # (*>) :: Parser s t e a -> Parser s t e b -> Parser s t e b # (<*) :: Parser s t e a -> Parser s t e b -> Parser s t e a #
Alternative (Parser s t e) # |
Methods empty :: Parser s t e a # (<|>) :: Parser s t e a -> Parser s t e a -> Parser s t e a # some :: Parser s t e a -> Parser s t e [a] # many :: Parser s t e a -> Parser s t e [a] #
MonadPlus (Parser s t e) # |
Methods mzero :: Parser s t e a # mplus :: Parser s t e a -> Parser s t e a -> Parser s t e a #

# Primitive parser combinators

item :: Parser s t e t #

Deliver the first remaining token.

eof :: Show p => Parser s (p, t) String () #

Fail if end of input is not reached

papply :: Parser s t String a -> s -> [Either String t] -> [(a, s, [Either String t])] #

Apply the parser to some real input, given an initial state value. If the parser fails, raise `error` to halt the program. (This is the original exported behaviour - to allow the caller to deal with the error differently, see `papply'`.)

papply' :: Parser s t e a -> s -> [Either e t] -> Either e [(a, s, [Either e t])] #

Apply the parser to some real input, given an initial state value. If the parser fails, return a diagnostic message to the caller.

# Derived combinators

(+++) :: Parser s t e a -> Parser s t e a -> Parser s t e a infixr 5 #

A choice between parsers. Keep only the first success.

tok :: Eq t => t -> Parser s (p, t) e t #

Deliver the first token if it equals the argument.

nottok :: Eq t => [t] -> Parser s (p, t) e t #

Deliver the first token if it does not equal the argument.

many :: Parser s t e a -> Parser s t e [a] #

Deliver zero or more values of `a`.

many1 :: Parser s t e a -> Parser s t e [a] #

Deliver one or more values of `a`.

sepby :: Parser s t e a -> Parser s t e b -> Parser s t e [a] #

Deliver zero or more values of `a` separated by `b`'s.

sepby1 :: Parser s t e a -> Parser s t e b -> Parser s t e [a] #

Deliver one or more values of `a` separated by `b`'s.

chainl :: Parser s t e a -> Parser s t e (a -> a -> a) -> a -> Parser s t e a #

chainl1 :: Parser s t e a -> Parser s t e (a -> a -> a) -> Parser s t e a #

chainr :: Parser s t e a -> Parser s t e (a -> a -> a) -> a -> Parser s t e a #

chainr1 :: Parser s t e a -> Parser s t e (a -> a -> a) -> Parser s t e a #

ops :: [(Parser s t e a, b)] -> Parser s t e b #

bracket :: (Show p, Show t) => Parser s (p, t) e a -> Parser s (p, t) e b -> Parser s (p, t) e c -> Parser s (p, t) e b #

toEOF :: Show p => Parser s (p, t) String a -> Parser s (p, t) String a #

Accept a complete parse of the input only, no partial parses.

# Error handling

elserror :: (Show p, Show t) => Parser s (p, t) String a -> String -> Parser s (p, t) String a #

If the parser fails, generate an error message.

# State handling

stupd :: (s -> s) -> Parser s t e () #

Update the internal state.

stquery :: (s -> a) -> Parser s t e a #

Query the internal state.

stget :: Parser s t e s #

Deliver the entire internal state.

# Re-parsing

reparse :: [Either e t] -> Parser s t e () #

This is useful for recursively expanding macros. When the user-parser recognises a macro use, it can lookup the macro expansion from the parse state, lex it, and then stuff the lexed expansion back down into the parser.