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1. module Statistics.Distribution.DiscreteUniform

   The discrete uniform distribution. There are two parametrizations of this distribution. First is the probability distribution on an inclusive interval {1, ..., n}. This is parametrized with n only, where p_1, ..., p_n = 1/n. (discreteUniform). The second parametrization is the uniform distribution on {a, ..., b} with probabilities p_a, ..., p_b = 1/(a-b+1). This is parametrized with a and b. (discreteUniformAB)

2. data DiscreteUniform

   statistics	Statistics.Distribution.DiscreteUniform

   The discrete uniform distribution.

3. discreteUniform :: Int -> DiscreteUniform

   statistics	Statistics.Distribution.DiscreteUniform

   Construct discrete uniform distribution on support {1, ..., n}. Range n must be >0.

4. discreteUniformAB :: Int -> Int -> DiscreteUniform

   statistics	Statistics.Distribution.DiscreteUniform

   Construct discrete uniform distribution on support {a, ..., b}.

5. module Statistics.Distribution.Transform

   Transformations over distributions

6. data LinearTransform d

   statistics	Statistics.Distribution.Transform

   Linear transformation applied to distribution.

   LinearTransform μ σ _
   x' = μ + σ·x
   

7. LinearTransform :: Double -> Double -> d -> LinearTransform d

   statistics	Statistics.Distribution.Transform

   No documentation available.

8. module Statistics.Distribution.Uniform

   Variate distributed uniformly in the interval.

9. data UniformDistribution

   statistics	Statistics.Distribution.Uniform

   Uniform distribution from A to B

10. uniformA :: UniformDistribution -> Double

    statistics	Statistics.Distribution.Uniform

    Low boundary of distribution

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