Infinity -package:logfloat

Infinite size.

infinity :: Rational

base GHC.Real, protolude Protolude Protolude.Base, ihaskell IHaskellPrelude, ghc-internal GHC.Internal.Real

infinity :: IntWithInf

ghc GHC.Types.Basic, ghc-lib-parser GHC.Types.Basic, breakpoint Debug.Breakpoint.GhcFacade

A representation of infinity

infinity :: IEEE a => a

ieee754 Numeric.IEEE

Infinity value.

infinity :: T

numeric-prelude Number.Peano

infinity :: SemiField a => a

numhask NumHask NumHask.Algebra.Field

infinity is defined for any Field.

>>> one / zero + infinity
Infinity

>>> infinity + 1
Infinity

infinity :: Floating a => a

sbv Data.SBV Data.SBV.Internals Data.SBV.Trans

Infinity for Double and Float. Surprisingly, Haskell Prelude doesn't have this value defined, so we provide it here.

infinity :: Peano

peano Data.Peano

The infinite number (ω).

infinity :: IEEE a => Quantity d a

dimensional Numeric.Units.Dimensional.Float

An infinite floating-point quantity.

infinity :: MPFloat

aern2-mp AERN2.MP.Float.Conversions

infinity :: Natural

numbers Data.Number.Natural

The infinite natural number.

infinity :: RealFloat a => a

numeric-limits Numeric.Limits

Infinity value if the type supports it.

infinity :: Nat

boltzmann-samplers Boltzmann.Data.Oracle

infinity :: Quotient

percent-format Text.PercentFormat.Quotient

Infinity.

package infinity

Uses

Not on Stackage, so not searched.

infinityFlexs :: (Ord r, Ord f) => ConGraph r f -> ([f], ConGraph r f)

Agda Agda.TypeChecking.SizedTypes.WarshallSolver

If we have an edge X + n <= X (with n >= 0), we must set X = oo.

ResourceLimitInfinity :: ResourceLimit

unix System.Posix.Resource

pointIsAtInfinity :: Point -> Bool

cryptonite Crypto.PubKey.ECC.P256

Check if a Point is the point at infinity

isPointAtInfinity :: Point -> Bool

cryptonite Crypto.PubKey.ECC.Prim

Check if a point is the point at infinity.

lOCALE_SNEGINFINITY :: LCTYPE

Win32 System.Win32