Infinity -package:semirings

Infinity :: Inf p a
monoid-extras Data.Monoid.Inf
Infinity :: MinNatural
arithmoi Math.NumberTheory.ArithmeticFunctions.Inverse
Infinity :: Weight
Agda Agda.TypeChecking.SizedTypes.WarshallSolver
Infinity :: Delay
distributed-process-extras Control.Distributed.Process.Extras.Time
Infinity :: Size
slist Slist.Size
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 :: Transfinite a => a
logfloat Data.Number.Transfinite
A transfinite value which is greater than all finite values. Adding or subtracting any finite value is a no-op. As is multiplying by any non-zero positive value (including infinity), and dividing by any positive finite value. Also obeys the law negate infinity = negativeInfinity with all appropriate ramifications.
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