View source for Standard libraries/Continuous distributions library

[[category:Function libraries]]

== Continuous distributionslibrary ==

== Using the Library ==

To use these functions in your model, you must add the <code>Continuous distributions.ana</code> library to your model.  To add, select [[File menu|File]] &rarr; '''Add Library...''' and find the <code>Continuous distributions.ana</code> file.  

After selecting, you should select linked.  Once added, the library appears on your definition menu and the functions may be used.

== Functions in library ==

=== Function Loguniform( min,max )===
;Identifier: Loguniform
;Title: LogUniform (min,max)
;Parameter declaration: (min,max:Positive)
;Description: 
::This function calculates a log uniform distribution. The log uniform distribution results when the logarithm of the random variable is described by a uniform distribution.  That is, if X is log uniformly distributed, then Y = ln X is uniformly distributed.  Inputs are the minimum and maximum values for the random variable and must be positive and non-zero.


=== Function Logtriangular( min,mode,max )===
;Identifier: Logtriangular
;Title: LogTriangular (min,mode,max)
;Parameter declaration: (min,mode,max:Positive)
;Description: 
::This function calculates a log triangular distribution. The log triangular distribution results when the logarithm of the random variable is described by a triangular distribution.  That is, if X is log triangularly distributed, then Y = ln X is triangularly distributed.  Inputs are the minimum, mode, and maximum values for the random variable and must be positive and non-zero.

== See also ==
* [[Standard libraries]]