Expand description
rand-distr
, re-exported for convenience and version-compatibility.
Modules§
- num_
traits - Numeric traits for generic mathematics
- uniform
- A distribution uniformly sampling numbers within a given range.
- weighted_
alias - This module contains an implementation of alias method for sampling random indices with probabilities proportional to a collection of weights.
Structs§
- Alphanumeric
- Sample a
u8
, uniformly distributed over ASCII letters and numbers: a-z, A-Z and 0-9. - Bernoulli
- The Bernoulli distribution.
- Beta
- The Beta distribution with shape parameters
alpha
andbeta
. - Binomial
- The binomial distribution
Binomial(n, p)
. - Cauchy
- The Cauchy distribution
Cauchy(median, scale)
. - ChiSquared
- The chi-squared distribution
χ²(k)
, wherek
is the degrees of freedom. - Dirichlet
- The Dirichlet distribution
Dirichlet(alpha)
. - Dist
Iter - An iterator that generates random values of
T
with distributionD
, usingR
as the source of randomness. - Exp
- The exponential distribution
Exp(lambda)
. - Exp1
- Samples floating-point numbers according to the exponential distribution,
with rate parameter
λ = 1
. This is equivalent toExp::new(1.0)
or sampling with-rng.gen::<f64>().ln()
, but faster. - FisherF
- The Fisher F distribution
F(m, n)
. - Frechet
- Samples floating-point numbers according to the Fréchet distribution
- Gamma
- The Gamma distribution
Gamma(shape, scale)
distribution. - Geometric
- The geometric distribution
Geometric(p)
bounded to[0, u64::MAX]
. - Gumbel
- Samples floating-point numbers according to the Gumbel distribution
- Hypergeometric
- The hypergeometric distribution
Hypergeometric(N, K, n)
. - Inverse
Gaussian - The inverse Gaussian distribution
- LogNormal
- The log-normal distribution
ln N(mean, std_dev**2)
. - Normal
- The normal distribution
N(mean, std_dev**2)
. - Normal
Inverse Gaussian - The normal-inverse Gaussian distribution
- Open01
- A distribution to sample floating point numbers uniformly in the open
interval
(0, 1)
, i.e. not including either endpoint. - Open
Closed01 - A distribution to sample floating point numbers uniformly in the half-open
interval
(0, 1]
, i.e. including 1 but not 0. - Pareto
- Samples floating-point numbers according to the Pareto distribution
- Pert
- The PERT distribution.
- Poisson
- The Poisson distribution
Poisson(lambda)
. - Skew
Normal - The skew normal distribution
SN(location, scale, shape)
. - Standard
- A generic random value distribution, implemented for many primitive types. Usually generates values with a numerically uniform distribution, and with a range appropriate to the type.
- Standard
Geometric - Samples integers according to the geometric distribution with success
probability
p = 0.5
. This is equivalent toGeometeric::new(0.5)
, but faster. - Standard
Normal - Samples floating-point numbers according to the normal distribution
N(0, 1)
(a.k.a. a standard normal, or Gaussian). This is equivalent toNormal::new(0.0, 1.0)
but faster. - StudentT
- The Student t distribution,
t(nu)
, wherenu
is the degrees of freedom. - Triangular
- The triangular distribution.
- Uniform
- Sample values uniformly between two bounds.
- Unit
Ball - Samples uniformly from the unit ball (surface and interior) in three dimensions.
- Unit
Circle - Samples uniformly from the edge of the unit circle in two dimensions.
- Unit
Disc - Samples uniformly from the unit disc in two dimensions.
- Unit
Sphere - Samples uniformly from the surface of the unit sphere in three dimensions.
- Weibull
- Samples floating-point numbers according to the Weibull distribution
- Weighted
Alias Index - A distribution using weighted sampling to pick a discretely selected item.
- Weighted
Index - A distribution using weighted sampling of discrete items
- Zeta
- Samples integers according to the zeta distribution.
- Zipf
- Samples integers according to the Zipf distribution.
Enums§
- Bernoulli
Error - Error type returned from
Bernoulli::new
. - Beta
Error - Error type returned from
Beta::new
. - Binomial
Error - Error type returned from
Binomial::new
. - Cauchy
Error - Error type returned from
Cauchy::new
. - ChiSquared
Error - Error type returned from
ChiSquared::new
andStudentT::new
. - Dirichlet
Error - Error type returned from
Dirchlet::new
. - ExpError
- Error type returned from
Exp::new
. - FisherF
Error - Error type returned from
FisherF::new
. - Frechet
Error - Error type returned from
Frechet::new
. - Gamma
Error - Error type returned from
Gamma::new
. - GeoError
- Error type returned from
Geometric::new
. - Gumbel
Error - Error type returned from
Gumbel::new
. - Hyper
GeoError - Error type returned from
Hypergeometric::new
. - Inverse
Gaussian Error - Error type returned from
InverseGaussian::new
- Normal
Error - Error type returned from
Normal::new
andLogNormal::new
. - Normal
Inverse Gaussian Error - Error type returned from
NormalInverseGaussian::new
- Pareto
Error - Error type returned from
Pareto::new
. - Pert
Error - Error type returned from
Pert
constructors. - Poisson
Error - Error type returned from
Poisson::new
. - Skew
Normal Error - Error type returned from
SkewNormal::new
. - Triangular
Error - Error type returned from
Triangular::new
. - Weibull
Error - Error type returned from
Weibull::new
. - Weighted
Error - Error type returned from
WeightedIndex::new
. - Zeta
Error - Error type returned from
Zeta::new
. - Zipf
Error - Error type returned from
Zipf::new
.
Traits§
- Distribution
- Types (distributions) that can be used to create a random instance of
T
.