Hoogle Search
Within LTS Haskell 24.39 (ghc-9.10.3)
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Flexible generation of identicons Flexible generation of identicons.
identifier :: String -> String -> Textinfluxdb Database.InfluxDB.Types No documentation available.
idiv :: Integral a => Interval a -> Interval a -> Interval aintervals Numeric.Interval an interval containing all x div y >>> (5 div 3) member ((4...6) idiv (2...4)) True >>> (1...10) idiv ((-5)...4) *** Exception: divide by zero
idouble :: Interval Double -> Interval Doubleintervals Numeric.Interval id function. Useful for type specification
>>> :t idouble (1 ... 3) idouble (1 ... 3) :: Interval Double
idiv :: Integral a => Interval a -> Interval a -> Interval aintervals Numeric.Interval.Internal an interval containing all x div y >>> (5 div 3) member ((4...6) idiv (2...4)) True >>> (1...10) idiv ((-5)...4) *** Exception: divide by zero
idouble :: Interval Double -> Interval Doubleintervals Numeric.Interval.Internal id function. Useful for type specification
>>> :t idouble (1 ... 3) idouble (1 ... 3) :: Interval Double
idiv :: Integral a => Interval a -> Interval a -> Interval aintervals Numeric.Interval.Kaucher an interval containing all x div y >>> (5 div 3) member ((4...6) idiv (2...4)) True >>> (1...10) idiv ((-5)...4) *** Exception: divide by zero
idouble :: Interval Double -> Interval Doubleintervals Numeric.Interval.Kaucher id function. Useful for type specification
>>> :t idouble (1 ... 3) idouble (1 ... 3) :: Interval Double
idiv :: Integral a => Interval a -> Interval a -> Interval aintervals Numeric.Interval.NonEmpty an interval containing all x div y prop> forAll (memberOf xs) $ x -> forAll (memberOf ys) $ y -> 0 notMember ys ==> (x div y) member (xs idiv ys) prop> 0 member ys ==> ioProperty $ do z <- try (evaluate (xs idiv ys)); return $ z === Left DivideByZero
idouble :: Interval Double -> Interval Doubleintervals Numeric.Interval.NonEmpty id function. Useful for type specification
>>> :t idouble (1 ... 3) idouble (1 ... 3) :: Interval Double