| Safe Haskell | None |
|---|
HLearn.Models.Distributions.Univariate.Geometric
Description
The method of moments can be used to estimate a number of commonly used distributions. This module is still under construction as I work out the best way to handle morphisms from the Moments3 type to types of other distributions. For more information, see the wikipedia entry: https://en.wikipedia.org/wiki/Method_of_moments_(statistics)
Documentation
data Geometric sample prob Source
Instances
| Eq sample => Eq (Geometric sample prob) | |
| Ord sample => Ord (Geometric sample prob) | |
| Read sample => Read (Geometric sample prob) | |
| Show sample => Show (Geometric sample prob) | |
| Num sample => Monoid (Geometric sample prob) | |
| Num sample => HomTrainer (Geometric sample prob) | |
| Num sample => Group (Geometric sample prob) | |
| (Integral sample, Fractional prob) => Variance (Geometric sample prob) | |
| (Integral sample, RealFrac prob) => Mean (Geometric sample prob) | |
| (Integral sample, Floating prob) => PDF (Geometric sample prob) | |
| Num sample => Probabilistic (Geometric sample prob) | |
| (PDF (Geometric sample prob), Show prob, Show sample, Ord sample, Ord prob, Fractional prob, RealFrac prob, Integral sample) => PlottableDistribution (Geometric sample prob) |