random-fu-0.2.6.2: Random number generation

Safe HaskellNone
LanguageHaskell98

Data.Random.Distribution.Binomial

Documentation

integralBinomialCDF :: (Integral a, Real b) => a -> b -> a -> Double Source

integralBinomialPDF :: (Integral a, Real b) => a -> b -> a -> Double Source

integralBinomialLogPdf :: (Integral a, Real b) => a -> b -> a -> Double Source

binomial :: Distribution (Binomial b) a => a -> b -> RVar a Source

binomialT :: Distribution (Binomial b) a => a -> b -> RVarT m a Source

data Binomial b a Source

Constructors

Binomial a b 

Instances

(Real b0, Distribution (Binomial b0) Word64) => CDF (Binomial b) Word64 
(Real b0, Distribution (Binomial b0) Word32) => CDF (Binomial b) Word32 
(Real b0, Distribution (Binomial b0) Word16) => CDF (Binomial b) Word16 
(Real b0, Distribution (Binomial b0) Word8) => CDF (Binomial b) Word8 
(Real b0, Distribution (Binomial b0) Word) => CDF (Binomial b) Word 
(Real b0, Distribution (Binomial b0) Int64) => CDF (Binomial b) Int64 
(Real b0, Distribution (Binomial b0) Int32) => CDF (Binomial b) Int32 
(Real b0, Distribution (Binomial b0) Int16) => CDF (Binomial b) Int16 
(Real b0, Distribution (Binomial b0) Int8) => CDF (Binomial b) Int8 
(Real b0, Distribution (Binomial b0) Int) => CDF (Binomial b) Int 
(Real b0, Distribution (Binomial b0) Integer) => CDF (Binomial b) Integer 
CDF (Binomial b0) Integer => CDF (Binomial b) Double 
CDF (Binomial b0) Integer => CDF (Binomial b) Float 
(Real b0, Distribution (Binomial b0) Word64) => PDF (Binomial b) Word64 
(Real b0, Distribution (Binomial b0) Word32) => PDF (Binomial b) Word32 
(Real b0, Distribution (Binomial b0) Word16) => PDF (Binomial b) Word16 
(Real b0, Distribution (Binomial b0) Word8) => PDF (Binomial b) Word8 
(Real b0, Distribution (Binomial b0) Word) => PDF (Binomial b) Word 
(Real b0, Distribution (Binomial b0) Int64) => PDF (Binomial b) Int64 
(Real b0, Distribution (Binomial b0) Int32) => PDF (Binomial b) Int32 
(Real b0, Distribution (Binomial b0) Int16) => PDF (Binomial b) Int16 
(Real b0, Distribution (Binomial b0) Int8) => PDF (Binomial b) Int8 
(Real b0, Distribution (Binomial b0) Int) => PDF (Binomial b) Int 
(Real b0, Distribution (Binomial b0) Integer) => PDF (Binomial b) Integer 
PDF (Binomial b0) Integer => PDF (Binomial b) Double 
PDF (Binomial b0) Integer => PDF (Binomial b) Float 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Word64 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Word32 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Word16 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Word8 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Word 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Int64 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Int32 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Int16 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Int8 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Int 
(Floating b0, Ord b0, Distribution Beta b0, Distribution StdUniform b0) => Distribution (Binomial b) Integer 
Distribution (Binomial b0) Integer => Distribution (Binomial b) Double 
Distribution (Binomial b0) Integer => Distribution (Binomial b) Float