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turing-mac
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@ -2,10 +2,55 @@ module TuringHS.Interpreter where
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import TuringHS.Operator
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import TuringHS.Operator
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data TuringMachine = TuringMachne {}
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interpret :: [Operator] -> m (TuringMachine n)
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interpret ops = do
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return $ loadMachine ops
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instance Show TuringMachine where
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loadMachine :: [Operator] -> TuringMachine n
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show _ = "TuringMachine is empty!"
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loadMachine ops =
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TuringMachine
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{ machineOperators = loadOperators ops,
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machineTape = blankTape
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}
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interpret :: [Operator] -> m TuringMachine
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data TuringMachine n = TuringMachine
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interpret = undefined
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{ machineOperators :: OperatorDeck,
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machineTape :: InfiniteTape n
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}
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instance (Show n) => Show (TuringMachine n) where
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show tm = "TuringMachine(operator=" ++ show (peekOperator $ machineOperators tm) ++ ", tape=" ++ show (peekTape $ machineTape tm) ++ ")"
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data OperatorDeck = OperatorDeck [Operator] [Operator]
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loadOperators :: [Operator] -> OperatorDeck
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loadOperators ops = OperatorDeck ops []
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peekOperator :: OperatorDeck -> Maybe Operator
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peekOperator (OperatorDeck (x : _) _) = Just x
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peekOperator _ = Nothing
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incrementOperator :: OperatorDeck -> Maybe OperatorDeck
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incrementOperator (OperatorDeck (x : front) back) = Just $ OperatorDeck front (x : back)
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incrementOperator _ = Nothing
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decrementOperator :: OperatorDeck -> Maybe OperatorDeck
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decrementOperator (OperatorDeck front (x : back)) = Just $ OperatorDeck (x : front) back
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decrementOperator _ = Nothing
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data InfiniteTape n = InfiniteTape [n] [n]
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blankTape :: InfiniteTape n
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blankTape = InfiniteTape [] []
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readTape :: (Bounded n) => InfiniteTape n -> n
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readTape (InfiniteTape (x : _) _) = x
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readTape _ = minBound
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incrementTape :: (Bounded n) => InfiniteTape n -> InfiniteTape n
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incrementTape (InfiniteTape (x : front) back) = InfiniteTape front (x : back)
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incrementTape (InfiniteTape [] back) = InfiniteTape [minBound] back
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decrementTape :: (Bounded n) => InfiniteTape n -> InfiniteTape n
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decrementTape (InfiniteTape front (x : back)) = InfiniteTape (x : front) back
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decrementTape (InfiniteTape front []) = InfiniteTape front [minBound]
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