@stdlib/stats-base-dists-exponential-ctor v0.2.2
Exponential
Exponential distribution constructor.
Installation
npm install @stdlib/stats-base-dists-exponential-ctorUsage
var Exponential = require( '@stdlib/stats-base-dists-exponential-ctor' );Exponential( [lambda] )
Returns an exponential distribution object.
var exponential = new Exponential();
var mu = exponential.mean;
// returns 1.0By default, lambda = 1.0. To create a distribution having a different rate parameter lambda, provide a parameter value.
var exponential = new Exponential( 4.0 );
var mu = exponential.mean;
// returns 0.25exponential
An exponential distribution object has the following properties and methods...
Writable Properties
exponential.lambda
Rate parameter of the distribution. lambda must be a positive number.
var exponential = new Exponential( 2.0 );
var lambda = exponential.lambda;
// returns 2.0
exponential.lambda = 3.0;
lambda = exponential.lambda;
// returns 3.0Computed Properties
Exponential.prototype.entropy
Returns the differential entropy.
var exponential = new Exponential( 4.0 );
var entropy = exponential.entropy;
// returns ~-0.386Exponential.prototype.kurtosis
Returns the excess kurtosis.
var exponential = new Exponential( 4.0 );
var kurtosis = exponential.kurtosis;
// returns 6.0Exponential.prototype.mean
Returns the expected value.
var exponential = new Exponential( 4.0 );
var mu = exponential.mean;
// returns 0.25Exponential.prototype.median
Returns the median.
var exponential = new Exponential( 4.0 );
var median = exponential.median;
// returns ~0.173Exponential.prototype.mode
Returns the mode.
var exponential = new Exponential( 4.0 );
var mode = exponential.mode;
// returns 0.0Exponential.prototype.skewness
Returns the skewness.
var exponential = new Exponential( 4.0 );
var skewness = exponential.skewness;
// returns 2.0Exponential.prototype.stdev
Returns the standard deviation.
var exponential = new Exponential( 4.0 );
var s = exponential.stdev;
// returns 0.25Exponential.prototype.variance
Returns the variance.
var exponential = new Exponential( 4.0 );
var s2 = exponential.variance;
// returns ~0.063Methods
Exponential.prototype.cdf( x )
Evaluates the cumulative distribution function (CDF).
var exponential = new Exponential( 2.0 );
var y = exponential.cdf( 0.5 );
// returns ~0.632Exponential.prototype.logcdf( x )
Evaluates the natural logarithm of the cumulative distribution function (CDF).
var exponential = new Exponential( 2.0 );
var y = exponential.logcdf( 0.5 );
// returns ~-0.459Exponential.prototype.logpdf( x )
Evaluates the natural logarithm of the probability density function (PDF).
var exponential = new Exponential( 2.0 );
var y = exponential.logpdf( 0.8 );
// returns ~-0.907Exponential.prototype.mgf( t )
Evaluates the moment-generating function (MGF).
var exponential = new Exponential( 2.0 );
var y = exponential.mgf( 0.5 );
// returns ~1.333Exponential.prototype.pdf( x )
Evaluates the probability density function (PDF).
var exponential = new Exponential( 2.0 );
var y = exponential.pdf( 0.8 );
// returns ~0.404Exponential.prototype.quantile( p )
Evaluates the quantile function at probability p.
var exponential = new Exponential( 2.0 );
var y = exponential.quantile( 0.5 );
// returns ~0.347
y = exponential.quantile( 1.9 );
// returns NaNExamples
var Exponential = require( '@stdlib/stats-base-dists-exponential-ctor' );
var exponential = new Exponential( 2.0 );
var mu = exponential.mean;
// returns 0.5
var mode = exponential.mode;
// returns 0.0
var s2 = exponential.variance;
// returns 0.25
var y = exponential.cdf( 0.8 );
// returns ~0.798Notice
This package is part of stdlib, a standard library for JavaScript and Node.js, with an emphasis on numerical and scientific computing. The library provides a collection of robust, high performance libraries for mathematics, statistics, streams, utilities, and more.
For more information on the project, filing bug reports and feature requests, and guidance on how to develop stdlib, see the main project repository.
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License
See LICENSE.
Copyright
Copyright © 2016-2024. The Stdlib Authors.