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Beta Distribution

The Beta distribution is a very versatile function which can be used to model several different shapes of probability density curves, as shown below.

image\beta_dist.gif

Beta (α1, α2) density functions [Law & Kelton (1991)]

The form of the Beta distribution is determined by the shape parameters α1 and α2. Both α1 and α2 are always > 0. The relationship between the Beta distribution shape parameters and the RocSlope2 input data is as follows:

beta distrbtn mean

beta distrbtn variance

The standard deviation is the positive square root of the variance.

The above equations apply to a beta random variable on [0,1]. To rescale and relocate to obtain a beta random variable on [α,b] of the same shape, use the transformation α + (b–α)Χ
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