This library provides signed integers of various sizes. The types supported are as follows:
type
For each type I above, we provide the following instances.
data I -- Signed Ints
iToInt :: I -> Int -- not provided for Int64
intToI :: Int -> I -- not provided for Int64
instance Eq I
instance Ord I
instance Show I
instance Read I
instance Bounded I
instance Num I
instance Real I
instance Integral I
instance Enum I
instance Ix I
instance Bits I
Plus the coercion functions
int8ToInt16 :: Int8 -> Int16
int8ToInt32 :: Int8 -> Int32
int8ToInt64 :: Int8 -> Int64
int16ToInt8 :: Int16 -> Int8
int16ToInt32 :: Int16 -> Int32
int16ToInt64 :: Int16 -> Int64
int32ToInt8 :: Int32 -> Int8
int32ToInt16 :: Int32 -> Int16
int32ToInt64 :: Int32 -> Int64
int64ToInt8 :: Int64 -> Int8
int64ToInt16 :: Int64 -> Int16
int64ToInt32 :: Int64 -> Int32
int8ToInt :: Int8 -> Int
int16ToInt :: Int16 -> Int
int32ToInt :: Int32 -> Int
int64ToInt :: Int64 -> Int
intToInt8 :: Int -> Int8
intToInt16 :: Int -> Int16
intToInt32 :: Int -> Int32
intToInt64 :: Int -> Int64
integerToInt8 :: Integer -> Int8
integerToInt16 :: Integer -> Int16
integerToInt32 :: Integer -> Int32
integerToInt64 :: Integer -> Int64
int64ToInteger :: Int64 -> Integer
int32ToInteger :: Int32 -> Integer
int16ToInteger :: Int16 -> Integer
int8ToInteger :: Int8 -> Integer
Enum
instances over a bounded type
such as Int
(see the section of the Haskell report dealing
with arithmetic sequences) also hold for the Enum
instances
over the various Int
types defined here.
Int64
at the moment.