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Individual differences |
Methods | Statistics | Clinical | Educational | Industrial | Professional items | World psychology |
| Probability density function|
| Cumulative distribution function|
|Parameters|| location (real)|
where is the modified Bessel function of the second kind.
Its main areas of application are those which require sufficient probability of far-field behaviour, which it can model due to its semi-heavy tails, a property that the normal distribution does not possess. The generalised hyperbolic distribution is well-used in economics, with particular application in the fields of modelling financial markets and risk management, due to its semi-heavy tails.
- has a Student's t-distribution with degrees of freedom.
- has a hyperbolic distribution.
- has a normal-inverse Gaussian distribution.
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