Numeric.Probability.Percentage

Number type based on Float with formatting in percents.

Probabilities

newtype T

Constructors

Cons Float

Instances

Eq T

Defined in Numeric.Probability.Percentage

Methods

(==) :: T -> T -> Bool

(/=) :: T -> T -> Bool

Floating T

Defined in Numeric.Probability.Percentage

Methods

pi :: T

exp :: T -> T

log :: T -> T

sqrt :: T -> T

(**) :: T -> T -> T

logBase :: T -> T -> T

sin :: T -> T

cos :: T -> T

tan :: T -> T

asin :: T -> T

acos :: T -> T

atan :: T -> T

sinh :: T -> T

cosh :: T -> T

tanh :: T -> T

asinh :: T -> T

acosh :: T -> T

atanh :: T -> T

log1p :: T -> T

expm1 :: T -> T

log1pexp :: T -> T

log1mexp :: T -> T

Fractional T

Defined in Numeric.Probability.Percentage

Methods

(/) :: T -> T -> T

recip :: T -> T

fromRational :: Rational -> T

Num T

Defined in Numeric.Probability.Percentage

Methods

(+) :: T -> T -> T

(-) :: T -> T -> T

(*) :: T -> T -> T

negate :: T -> T

abs :: T -> T

signum :: T -> T

fromInteger :: Integer -> T

Ord T

Defined in Numeric.Probability.Percentage

Methods

compare :: T -> T -> Ordering

(<) :: T -> T -> Bool

(<=) :: T -> T -> Bool

(>) :: T -> T -> Bool

(>=) :: T -> T -> Bool

max :: T -> T -> T

min :: T -> T -> T

Show T

Defined in Numeric.Probability.Percentage

Methods

showsPrec :: Int -> T -> ShowS

show :: T -> String

showList :: [T] -> ShowS

Random T

Defined in Numeric.Probability.Percentage

Methods

randomR :: RandomGen g => (T, T) -> g -> (T, g)

random :: RandomGen g => g -> (T, g)

randomRs :: RandomGen g => (T, T) -> g -> [T]

randoms :: RandomGen g => g -> [T]

randomRIO :: (T, T) -> IO T

randomIO :: IO T

ToFloat T

Defined in Numeric.Probability.Expectation

Methods

toFloat :: T -> Float

percent :: Float -> T

showPfix :: (RealFrac prob, Show prob) => Int -> prob -> String

roundRel :: RealFrac a => Int -> a -> a

Deprecated: was used to implemented showPfix, but is no longer needed for this purpose, and should not be exported anyway, and does not contribute to a safe way to format fixed point values, because the rounded value may not be accurate

(//) :: (Ord a, Show a) => Dist a -> Int -> IO () infix 0

Print distribution as table with configurable precision.

(//*) :: (Ord a, Show a) => Dist a -> (Int, Int) -> IO ()

liftP :: (Float -> Float) -> T -> T

liftP2 :: (Float -> Float -> Float) -> T -> T -> T

type Dist a = T T a

type Spread a = [a] -> Dist a

type RDist a = T (Dist a)

type Trans a = a -> Dist a

type Space a = Trace (Dist a)

type Expand a = a -> Space a

type RTrans a = a -> RDist a

type RSpace a = T (Space a)

type RExpand a = a -> RSpace a