decimal-arithmetic-0.4.0.0: src/Numeric/Decimal/Operation.hs-boot
-- -*- Haskell -*-
module Numeric.Decimal.Operation
( add
, subtract
, multiply
, divide
, exp
, ln
, log10
, minus
, abs
, compare
, min
, max
, power
, squareRoot
, and
, or
, xor
, invert
, shift
, rotate
) where
import Prelude hiding (abs, and, compare, exp, max, min, or, subtract)
import {-# SOURCE #-} Numeric.Decimal.Arithmetic
import {-# SOURCE #-} Numeric.Decimal.Number
import Numeric.Decimal.Precision
import Numeric.Decimal.Rounding
add :: (Precision p, Rounding r)
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
subtract :: (Precision p, Rounding r)
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
multiply :: (Precision p, Rounding r)
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
divide :: (FinitePrecision p, Rounding r)
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
exp :: FinitePrecision p
=> Decimal a b -> Arith p r (Decimal p RoundHalfEven)
ln :: FinitePrecision p
=> Decimal a b -> Arith p r (Decimal p RoundHalfEven)
log10 :: FinitePrecision p
=> Decimal a b -> Arith p r (Decimal p RoundHalfEven)
minus :: (Precision p, Rounding r)
=> Decimal a b -> Arith p r (Decimal p r)
abs :: (Precision p, Rounding r)
=> Decimal a b -> Arith p r (Decimal p r)
compare :: (Precision p, Rounding r)
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
min :: (Precision p, Rounding r)
=> Decimal a b -> Decimal a b -> Arith p r (Decimal a b)
max :: (Precision p, Rounding r)
=> Decimal a b -> Decimal a b -> Arith p r (Decimal a b)
power :: (FinitePrecision p, Rounding r)
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
squareRoot :: FinitePrecision p
=> Decimal a b -> Arith p r (Decimal p RoundHalfEven)
and :: Precision p => Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
or :: Precision p => Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
xor :: Precision p => Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
invert :: FinitePrecision p => Decimal a b -> Arith p r (Decimal p r)
shift :: Precision p => Decimal a b -> Decimal c d -> Arith p r (Decimal p r)
rotate :: FinitePrecision p
=> Decimal a b -> Decimal c d -> Arith p r (Decimal p r)