Continuous distributions

Harmonic distribution

In probability theory and statistics, the harmonic distribution is a continuous probability distribution. It was discovered by Étienne Halphen, who had become interested in the statistical modeling of natural events. His practical experience in data analysis motivated him to pioneer a new system of distributions that provided sufficient flexibility to fit a large variety of data sets. Halphen restricted his search to distributions whose parameters could be estimated using simple statistical approaches. Then, Halphen introduced for the first time what he called the harmonic distribution or harmonic law.The harmonic law is a special case of the generalized inverse Gaussian distribution family when . (Wikipedia).

Harmonic distribution
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Related pages

Variance | Random variable | Moment (mathematics) | Hyperbolic distribution | Method of moments (statistics) | Probability theory | Skewness | Bessel function | Kurtosis | Likelihood function | Mean | Generalized inverse Gaussian distribution | Log-likelihood | Probability distribution | Standard deviation | Statistics | Normal distribution | Pearson distribution