LogUniform distribution

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See also: LogUniform distribution

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Format: VoseLogUniform(Min,Max, U)

LogUniform equations


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Uses

The LogUniform is an approximate distribution, usually used in expert estimates, to describe a variable that may take a very wide range, e.g. max >10*min.

The Min and Max parameters are defined such that:

VoseLogUniform(Min, Max) = EXP(VoseUniform(Min, Max))

 

VoseFunctions for this distribution

VoseLogUniform generates values from this distribution or calculates a percentile.

VoseLogUniformObject constructs a distribution object for this distribution. Professional and Industrial editions only.

VoseLogUniformProb returns the probability density or cumulative distribution function for this distribution. Professional and Industrial editions only.

VoseLogUniformProb10 returns the log10 of the probability density or cumulative distribution function. Professional and Industrial editions only.

VoseLogUniformFit generates values from this distribution fitted to data, or calculates a percentile from the fitted distribution. Professional and Industrial editions only.

VoseLogUniformFitObject constructs a distribution object of this distribution fitted to data. Professional and Industrial editions only.

VoseLogUniformFitP returns the parameters of this distribution fitted to data. Professional and Industrial editions only.