Template:Logistic probability density function: Difference between revisions

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==Logistic Probability Density Function==
#REDIRECT [[The Logistic Distribution]]
The logistic  <math>pdf</math>  is given by:
 
::<math>\begin{matrix}
  f(t)=\tfrac{{{e}^{z}}}{\sigma {{(1+{{e}^{z}})}^{2}}}  \\ \\
 
  z=\tfrac{t-\mu }{\sigma }  \\ \\
 
  -\infty <t<\infty ,\ \ -\infty <\mu <\infty ,\sigma >0  \\ \\
\end{matrix}</math>
 
where: 
 
::<math>\begin{align}
  \mu = & \text{location parameter (also denoted as }\overline{T}) \\
  \sigma = & \text{scale parameter} 
\end{align}</math>
 
{{LinkEdit|Weibull++_Examples}}

Latest revision as of 07:30, 10 August 2012

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