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- | ====== Beta (Generalized) Distribution ====== | ||
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- | Beta (Generalized) Distribution | ||
- | In probability theory and statistics, the Beta distribution is a family of continuous probability distributions defined on the interval [0,1] parameterized by two non-negative shape parameters, typically denoted by alpha and beta. | ||
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- | This is a generalized version of the Beta distribution with dynamic interval defined by parameters min and max. | ||
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- | f(x, | ||
- | where | ||
- | Beta(alpha, | ||
- | support [min <= x <= max] | ||
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- | ^Parameter^Description | ||
- | |a |The first scale (min) |0.0 | | ||
- | |b |The second scale (max) |1.0 | | ||
- | |c |The shape (most likely)|0.0 | ||
- | |lambda | ||
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