Search plugin
Manual
haskell.org
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recip -package:numeric-prelude
recip
:: Fractional a => a -> a
base
Prelude
GHC.Real
,
hedgehog
Hedgehog.Internal.Prelude
,
base-compat
Prelude.Compat
,
protolude
Protolude
Protolude.Base
,
relude
Relude.Numeric
,
rio
RIO.Prelude
,
base-prelude
BasePrelude
,
classy-prelude
ClassyPrelude
,
Cabal-syntax
Distribution.Compat.Prelude
,
ihaskell
IHaskellPrelude
,
clash-prelude
Clash.HaskellPrelude
,
ghc-lib-parser
GHC.Prelude.Basic
,
ghc-internal
GHC.Internal.Real
,
rebase
Rebase.Prelude
,
xmonad-contrib
XMonad.Config.Prime
,
constrained-categories
Control.Category.Constrained.Prelude
Control.Category.Hask
,
copilot-language
Copilot.Language.Prelude
,
LambdaHack
Game.LambdaHack.Core.Prelude
,
cabal-install-solver
Distribution.Solver.Compat.Prelude
,
faktory
Faktory.Prelude
,
verset
Verset
,
yesod-paginator
Yesod.Paginator.Prelude
,
distribution-opensuse
OpenSuse.Prelude
,
hledger-web
Hledger.Web.Import
Reciprocal fraction.
recip
:: Fractional a => a -> a
ghc
GHC.Prelude.Basic
recip
:: Fractional a => a -> a
basic-prelude
CorePrelude
,
prelude-compat
Prelude2010
reciprocal fraction
recip
:: Field a => a -> a
semirings
Data.Field
Invert an element of a
Field
. For any
Fractional
type, this is the same as
recip
.
recip
x
times
x =
one
recip
:: Divisible a => a -> a
basement
Basement.Numerical.Multiplicative
,
foundation
Foundation.Numerical
recip
:: Divisive a => a -> a
numhask
NumHask
NumHask.Algebra.Multiplicative
recip
:: Fractional a => Quantity d a -> Quantity (Recip d) a
dimensional
Numeric.Units.Dimensional
Numeric.Units.Dimensional.Prelude
Forms the reciprocal of a
Quantity
, which has the reciprocal dimension.
>>> recip $ 47 *~ hertz 2.127659574468085e-2 s
recip
:: Dimension' -> Dimension'
dimensional
Numeric.Units.Dimensional.Dimensions.TermLevel
Forms the reciprocal of a dimension.
recip
:: AnyUnit -> AnyUnit
dimensional
Numeric.Units.Dimensional.Dynamic
Forms the reciprocal of a dynamic unit.
recip
:: CanRecip t => t -> DivType Integer t
mixed-types-num
Numeric.MixedTypes.Div
recip
:: Division r => r -> r
algebra
Numeric.Algebra
Numeric.Algebra.Division
recip
:: (Eq a, Fractional a) => a -> Maybe a
incipit-base
Incipit.Fractional
Reciprocal fraction.
Recip
:: String -> String -> Recipient
Win32
System.Win32.SimpleMAPI
type
Recip
(d :: Dimension) = DOne / d
dimensional
Numeric.Units.Dimensional
Numeric.Units.Dimensional.Dimensions.TypeLevel
Numeric.Units.Dimensional.FixedPoint
Numeric.Units.Dimensional.Prelude
The reciprocal of a dimension is defined as the result of dividing
DOne
by it, or of negating each of the base dimensions' exponents.
Recip
:: forall a . Fractional a => Type a -> Op1 a a
copilot-core
Copilot.Core.Operators
type family
Recip
(a :: ExactPi') :: ExactPi'
exact-pi
Data.ExactPi.TypeLevel
Forms the reciprocal of an
ExactPi'
type.
Recip
:: UnaryOp
mfsolve
Math.MFSolve
reciprocal (1/x)
Recip
:: Function
srtree
Data.SRTree
Data.SRTree.Internal
type family
Recip
(x :: k) :: Rat
typenums
Data.TypeLits
Data.TypeNums
Data.TypeNums.Arithmetic.Internal
The reciprocal of a type-level number
Recip
:: UnaryOp
vivid-supercollider
Vivid.SC.SynthDef.Types
recip
ModBigNat
:: BigNat -> BigNat -> BigNat
integer-gmp
GHC.Integer.GMP.Internals
Version of
recipModInteger
operating on
BigNat
s
recip
ModInteger
:: Integer -> Integer -> Integer
integer-gmp
GHC.Integer.GMP.Internals
"
recipModInteger
x
m
" computes the inverse of
x
modulo
m
. If the inverse exists, the return value
y
will satisfy
0 <
y
< abs(
m
)
, otherwise the result is
0
.
recip
ModWord
:: GmpLimb# -> GmpLimb# -> GmpLimb#
integer-gmp
GHC.Integer.GMP.Internals
Version of
recipModInteger
operating on
Word#
s
recip
A
:: (Index ix, NumericFloat r e) => Array r ix e -> Array r ix e
massiv
Data.Massiv.Array.Numeric
Apply reciprocal to each element of the array.
recipA arr == 1 /. arr
recip
Pointwise
:: (NumericFloat r e, Index ix) => Array r ix e -> Array r ix e
massiv
Data.Massiv.Core.Operations