convert to parameterized types, so the Operation can be any type the caller needs
Especially handy for running a match monadically.
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1 changed files with 23 additions and 29 deletions
52
Matcher.hs
52
Matcher.hs
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@ -16,44 +16,39 @@
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-}
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module Matcher (
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Operation(..),
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Token(..),
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toMatcher,
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generate,
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match,
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runMatch
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run
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) where
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import Control.Monad
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{- An Operation is a command and some parameters. -}
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data Operation = Operation String [String]
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{- A Token can either be a single word, or an Operation of an arbitrary type. -}
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data Token op = Token String | Operation op
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deriving (Show, Eq)
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{- A Token can either be a single word, or an Operation. -}
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data Token = Token String | TokenOp Operation
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deriving (Show, Eq)
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data Matcher = Any
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| And Matcher Matcher
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| Or Matcher Matcher
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| Not Matcher
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| Op Operation
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data Matcher op = Any
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| And (Matcher op) (Matcher op)
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| Or (Matcher op) (Matcher op)
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| Not (Matcher op)
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| Op op
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deriving (Show, Eq)
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{- Converts a list of Tokens into a Matcher. -}
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toMatcher :: [Token] -> Matcher
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toMatcher ts = toMatcher' Any ts
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toMatcher' :: Matcher -> [Token] -> Matcher
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toMatcher' m [] = m
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toMatcher' m ts = toMatcher' m' rest
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generate :: [Token op] -> Matcher op
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generate ts = generate' Any ts
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generate' :: Matcher op -> [Token op] -> Matcher op
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generate' m [] = m
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generate' m ts = generate' m' rest
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where
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(m', rest) = consume m ts
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{- Consumes one or more tokens, constructs a new Matcher,
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- and returns unconsumed tokens. -}
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consume :: Matcher -> [Token] -> (Matcher, [Token])
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{- Consumes one or more Tokens, constructs a new Matcher,
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- and returns unconsumed Tokens. -}
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consume :: Matcher op -> [Token op] -> (Matcher op, [Token op])
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consume m [] = (m, [])
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consume m ((TokenOp o):ts) = (m `And` Op o, ts)
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consume m ((Operation o):ts) = (m `And` Op o, ts)
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consume m ((Token t):ts)
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| t == "and" = cont $ m `And` next
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| t == "or" = cont $ m `Or` next
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@ -67,7 +62,7 @@ consume m ((Token t):ts)
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{- Checks if a Matcher matches, using a supplied function to check
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- the value of Operations. -}
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match :: (Operation -> Bool) -> Matcher -> Bool
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match :: (op -> Bool) -> Matcher op -> Bool
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match a = go
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where
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go Any = True
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@ -76,13 +71,12 @@ match a = go
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go (Not m1) = not (go m1)
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go (Op v) = a v
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{- Runs a Matcher in an arbitrary monadic contex, using a supplied
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- action to evaluate Operations. -}
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runMatch :: Monad m => (Operation -> m Bool) -> Matcher -> m Bool
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runMatch a = go
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{- Runs a monadic Matcher, where Operations are actions in the monad. -}
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run :: Monad m => Matcher (m Bool) -> m Bool
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run = go
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where
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go Any = return True
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go (And m1 m2) = liftM2 (&&) (go m1) (go m2)
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go (Or m1 m2) = liftM2 (||) (go m1) (go m2)
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go (Not m1) = liftM not (go m1)
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go (Op v) = a v
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go (Op o) = o -- run o
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