essy-distribution
v1.1.34
Published
Distributions and random sampling.
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Javascript Distributions and Sampling
Installation
npm install essy-distribution
Description
Defines multiple distributions with methods for random sampling and calculating distribution properties. Sampling functions are largely ported from CERN's cern.jet.random Java package. See the source code for details.
This package was created during the development of Essy Tree to support Monte Carlo simulations.
Basic Usage (node.js)
var dists = require('essy-distribution');
var normal = new dists.Normal(0, 1);
var mean = normal.mean(); // 0
var sample = normal.sample(); // eg, 0.2314311234
Basic Usage (ES2015)
import { Normal } from 'essy-distribution';
var normal = new Normal(0, 1);
var mean = normal.mean(); // 0
var sample = normal.sample(); // eg, 0.2314311234
Or you can load the entire package:
import * as dists from 'essy-distribution';
var normal = new dists.Normal(0, 1);
var mean = normal.mean(); // 0
var sample = normal.sample(); // eg, 0.2314311234
Each distribution defines the following methods:
cdf(x {Number})
Cumulative distribution function.
mean()
Returns distribution mean.
median()
Returns distribution median.
pdf(x {Number})
Probability density function.
sample([n {Number}] [,generator {Object}])
Samples the distribution. If no arguments are provided or n = 1
a single
sampled value is returned. If n
is greater than 1, an array of n
sampled
values is returned.
The method accepts an optional generator
object that defines a method random()
.
If no generator is provided a mersenne-twister is used.
variance()
Returns variance.
Distributions
Beta(alpha, beta)
See documentation.
Binomial(samples, probability)
See documentation.
Cauchy(location, scale)
See article.
ChiSquared(degreesOfFreedom)
See article.
Custom(values)
A custom distribution. The values
argument should be an array of numbers.
Erlang(shape, rate)
See documentation.
Exponential(lambda)
See documentation.
F(degreesOfFreedom1, degreesOfFreedom2)
See article.
Gamma(shape, scale)
See documentation.
Hypergeometric(N, K, n)
See article.
Laplace(location, scale)
See documentation.
Levy(location, scale)
See article.
Logarithmic(probability)
See documentation.
Logistic(mean, scale)
See documentation.
LogLogistic(scale, shape)
See documentation.
LogNormal(mean, se)
See documentation.
Normal(mean, se)
See documentation.
Pareto(scale, shape)
See article.
Poisson(lambda)
See documentation.
Rayleigh(scale)
See documentation.
StudentT(degreesOfFreedom)
See article.
Triangular(min, mode, max)
See documentation.
Uniform(min, max)
See documentation.
Weibull(shape, scale)
See documentation.