Template:Logistic conditional reliability function: Difference between revisions
Jump to navigation
Jump to search
| Line 1: | Line 1: | ||
==The Logistic Conditional Reliability Function== | |||
The logistic conditional reliability function is given by: | The logistic conditional reliability function is given by: | ||
::<math>R(t|T)=\frac{R(T+t)}{R(T)}=\frac{1+{{e}^{\tfrac{T-\mu }{\sigma }}}}{1+{{e}^{\tfrac{t+T-\mu }{\sigma }}}}</math> | ::<math>R(t|T)=\frac{R(T+t)}{R(T)}=\frac{1+{{e}^{\tfrac{T-\mu }{\sigma }}}}{1+{{e}^{\tfrac{t+T-\mu }{\sigma }}}}</math> | ||
Revision as of 22:43, 14 February 2012
The Logistic Conditional Reliability Function
The logistic conditional reliability function is given by:
- [math]\displaystyle{ R(t|T)=\frac{R(T+t)}{R(T)}=\frac{1+{{e}^{\tfrac{T-\mu }{\sigma }}}}{1+{{e}^{\tfrac{t+T-\mu }{\sigma }}}} }[/math]