Template:Loglogistic standard deviation: Difference between revisions

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(Created page with '====The Standard Deviation==== The standard deviation of the loglogistic distribution, <math>{{\sigma }_{T}}</math> , is given by: ::<math>{{\sigma }_{T}}={{e}^{\mu }}\sqrt{\G…')
 
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====The Standard Deviation====
#REDIRECT [[The_Loglogistic_Distribution]]
The standard deviation of the loglogistic distribution,  <math>{{\sigma }_{T}}</math> , is given by:
 
::<math>{{\sigma }_{T}}={{e}^{\mu }}\sqrt{\Gamma (1+2\sigma )\Gamma (1-2\sigma )-{{(\Gamma (1+\sigma )\Gamma (1-\sigma ))}^{2}}}</math>
 
 
Note that for  <math>\sigma \ge 0.5,</math>  the standard deviation does not exist.

Latest revision as of 10:00, 9 August 2012

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