Eq Sign Source #
Instance details Defined in LibBF.Mutable Methods (==) :: Sign -> Sign -> Bool # (/=) :: Sign -> Sign -> Bool #
Ord Sign Source #
Instance details Defined in LibBF.Mutable Methods compare :: Sign -> Sign -> Ordering # (<) :: Sign -> Sign -> Bool # (<=) :: Sign -> Sign -> Bool # (>) :: Sign -> Sign -> Bool # (>=) :: Sign -> Sign -> Bool # max :: Sign -> Sign -> Sign # min :: Sign -> Sign -> Sign #
Show Sign Source #
Instance details Defined in LibBF.Mutable Methods showsPrec :: Int -> Sign -> ShowS # show :: Sign -> String # showList :: [Sign] -> ShowS #

setWord :: Word64 -> BF -> IO () Source #

Assign from a word

setInt :: Int64 -> BF -> IO () Source #

Assign from an int

setDouble :: Double -> BF -> IO () Source #

Assign from a double

setInteger :: Integer -> BF -> IO () Source #

Set an integer. If the integer is larger than the primitive types, this does repreated Int64 additions and multiplications.

setBF Source #

Arguments

:: BF
-> BF	This number is changed
-> IO ()

Assign from another number.

setString :: Int -> BFOpts -> String -> BF -> IO (Status, Int, Bool) Source #

Set the value to the float parsed out of the given string. * The radix should not exceed maxRadix. * Sets the number to NaN on failure. * Assumes that characters are encoded with a single byte each. * Retruns: - Status for the conversion - How many bytes we consumed - Did we consume the whole input

Queries and Comparisons

cmpEq :: BF -> BF -> IO Bool Source #

Check if the two numbers are equal.

cmpLT :: BF -> BF -> IO Bool Source #

Check if the first number is strictly less than the second.

cmpLEQ :: BF -> BF -> IO Bool Source #

Check if the first number is less than, or equal to, the second.

cmpAbs :: BF -> BF -> IO Ordering Source #

Compare the absolute values of the two numbers. See also cmp.

cmp :: BF -> BF -> IO Ordering Source #

Compare the two numbers. The special values are ordered like this:

-0 < 0
NaN == NaN
NaN is larger than all other numbers

getSign :: BF -> IO (Maybe Sign) Source #

Returns Nothing for NaN.

getExp :: BF -> IO (Maybe Int64) Source #

Get the exponent of the number. Returns Nothing for inifinity, zero and NaN.

isFinite :: BF -> IO Bool Source #

Check if the number is "normal", i.e. (not infinite or NaN)

isNaN :: BF -> IO Bool Source #

Check if the number is NaN

isZero :: BF -> IO Bool Source #

Check if the given number is a zero.

Arithmetic

fneg :: BF -> IO () Source #

Negate the number.

fadd :: BFOpts -> BF -> BF -> BF -> IO Status Source #

Add two numbers, using the given settings, and store the result in the last.

faddInt :: BFOpts -> BF -> Int64 -> BF -> IO Status Source #

Add a number and an int64 and store the result in the last.

fsub :: BFOpts -> BF -> BF -> BF -> IO Status Source #

Subtract two numbers, using the given settings, and store the result in the last.

fmul :: BFOpts -> BF -> BF -> BF -> IO Status Source #

Multiply two numbers, using the given settings, and store the result in the last.

fmulInt :: BFOpts -> BF -> Int64 -> BF -> IO Status Source #

Multiply the number by the given int, and store the result in the second number.

fmulWord :: BFOpts -> BF -> Word64 -> BF -> IO Status Source #

Multiply the number by the given word, and store the result in the second number.

fmul2Exp :: BFOpts -> Int64 -> BF -> IO Status Source #

Multiply the number by 2^e.

fdiv :: BFOpts -> BF -> BF -> BF -> IO Status Source #

Divide two numbers, using the given settings, and store the result in the last.

fsqrt :: BFOpts -> BF -> BF -> IO Status Source #

Compute the square root of the first number and store the result in the second.

fpow :: BFOpts -> BF -> BF -> BF -> IO Status Source #

Exponentiate the first number by the second, and store the result in the third number.

fround :: BFOpts -> BF -> IO Status Source #

Round to the nearest float matching the configuration parameters.

frint :: BFOpts -> BF -> IO Status Source #

Round to the neareset integer.

Convert from a number

toDouble :: RoundMode -> BF -> IO (Double, Status) Source #

Get the current value of a BF as a Haskell Double.

toString :: Int -> ShowFmt -> BF -> IO String Source #

Render a big-float as a Haskell string. The radix should not exceed maxRadix.

toRep :: BF -> IO BFRep Source #

Get the represnetation of the number.

data BFRep Source #

An explicit representation for big nums.

Constructors

BFRep !Sign !BFNum	A signed number
BFNaN	Not a number

Instances

Eq BFRep Source #
Instance details Defined in LibBF.Mutable Methods (==) :: BFRep -> BFRep -> Bool # (/=) :: BFRep -> BFRep -> Bool #
Ord BFRep Source #
Instance details Defined in LibBF.Mutable Methods compare :: BFRep -> BFRep -> Ordering # (<) :: BFRep -> BFRep -> Bool # (<=) :: BFRep -> BFRep -> Bool # (>) :: BFRep -> BFRep -> Bool # (>=) :: BFRep -> BFRep -> Bool # max :: BFRep -> BFRep -> BFRep # min :: BFRep -> BFRep -> BFRep #
Show BFRep Source #
Instance details Defined in LibBF.Mutable Methods showsPrec :: Int -> BFRep -> ShowS # show :: BFRep -> String # showList :: [BFRep] -> ShowS #

data BFNum Source #

Representations for unsign floating point numbers.

Constructors

Zero	zero
Num Integer !Int64	x * 2 ^ y
Inf	infinity

Instances

Eq BFNum Source #
Instance details Defined in LibBF.Mutable Methods (==) :: BFNum -> BFNum -> Bool # (/=) :: BFNum -> BFNum -> Bool #
Ord BFNum Source #
Instance details Defined in LibBF.Mutable Methods compare :: BFNum -> BFNum -> Ordering # (<) :: BFNum -> BFNum -> Bool # (<=) :: BFNum -> BFNum -> Bool # (>) :: BFNum -> BFNum -> Bool # (>=) :: BFNum -> BFNum -> Bool # max :: BFNum -> BFNum -> BFNum # min :: BFNum -> BFNum -> BFNum #
Show BFNum Source #
Instance details Defined in LibBF.Mutable Methods showsPrec :: Int -> BFNum -> ShowS # show :: BFNum -> String # showList :: [BFNum] -> ShowS #

Configuration

module LibBF.Opts

toChunks :: Integer -> [LimbT] Source #

Chunk a non-negative integer into words, least significatn first