Module rv::dist [−][src]
Probability distributions
The distributions fall into three categories:
- Discrete distributions assign probability to countable values.
- Continuous distributions assign probability to uncountable values on a continuum.
- Prior distributions assign probability to other probability distributions.
Structs
Bernoulli |
Bernoulli distribution with success probability p |
Beta |
Beta distribution, Beta(α, β). |
Categorical |
Distribution over unordered values in [0, k) |
Cauchy |
Cauchy distribution over x in (-∞, ∞) |
ChiSquared |
Χ2 distribution G(α, β) |
Crp |
Chinese Restaurant Process |
Dirichlet |
Dirichlet distribution over points on the k-simplex |
Exponential |
Exponential distribution, Exp(λ) over x in [0, ∞) |
Gamma |
Gamma distribution G(α, β) |
Gaussian |
Gaussian / Normal distribution, N(μ, σ) |
InvGamma |
Inverse gamma distribution IG(α, β) |
Laplace |
Laplace, or double exponential, distribution |
NormalGamma |
Prior for Gaussian |
Poisson |
Possion distribution on unisgned integers |
StudentsT |
Student's T distribution |
SymmetricDirichlet |
Symmetric Dirichlet distribution where all alphas are the same. |
Uniform |
Continuous uniform distribution, U(a, b) on the interval x in [a, b] |