module Data.Bits(module Data.Bits) where import Prelude() -- do not import Prelude import Primitives import Control.Error import Data.Bool import Data.Eq import Data.Int() import Data.Maybe import Data.Ord import Data.Num infixl 8 `shift`, `rotate`, `shiftL`, `shiftR`, `rotateL`, `rotateR` infixl 7 .&. infixl 6 `xor` infixl 5 .|. class Eq a => Bits a where (.&.) :: a -> a -> a (.|.) :: a -> a -> a xor :: a -> a -> a complement :: a -> a shift :: a -> Int -> a rotate :: a -> Int -> a zeroBits :: a bit :: Int -> a setBit :: a -> Int -> a clearBit :: a -> Int -> a complementBit :: a -> Int -> a testBit :: a -> Int -> Bool shiftL :: a -> Int -> a unsafeShiftL :: a -> Int -> a shiftR :: a -> Int -> a unsafeShiftR :: a -> Int -> a rotateL :: a -> Int -> a rotateR :: a -> Int -> a popCount :: a -> Int bitSizeMaybe :: a -> Maybe Int bitSize :: a -> Int x `shift` i | i<0 = x `shiftR` (- i) | i>0 = x `shiftL` i | otherwise = x x `rotate` i | i<0 = x `rotateR` (- i) | i>0 = x `rotateL` i | otherwise = x {- x `rotate` i | i<0 && isSigned x && x<0 = let left = i+bitSize x in ((x `shift` i) .&. complement ((-1) `shift` left)) .|. (x `shift` left) | i<0 = (x `shift` i) .|. (x `shift` (i+bitSize x)) | i==0 = x | i>0 = (x `shift` i) .|. (x `shift` (i-bitSize x)) -} zeroBits = clearBit (bit 0) 0 bitSize b = fromMaybe (error "bitSize is undefined") (bitSizeMaybe b) x `setBit` i = x .|. bit i x `clearBit` i = x .&. complement (bit i) x `complementBit` i = x `xor` bit i x `shiftL` i = x `shift` i x `unsafeShiftL` i = x `shiftL` i x `shiftR` i = x `shift` (- i) x `unsafeShiftR` i = x `shiftR` i x `rotateL` i = x `rotate` i x `rotateR` i = x `rotate` (- i) class Bits b => FiniteBits b where finiteBitSize :: b -> Int countLeadingZeros :: b -> Int countTrailingZeros :: b -> Int countLeadingZeros x = (w - 1) - go (w - 1) where go i | i < 0 = i -- no bit set | testBit x i = i | otherwise = go (i - 1) w = finiteBitSize x countTrailingZeros x = go 0 where go i | i >= w = i | testBit x i = i | otherwise = go (i + 1) w = finiteBitSize x