Logit link
= Logit link
{title2=$g(p)=\log\frac p{1-p}$}
The logit link maps a mean probability to its <log odds>: $g(p)=\log[p/(1-p)]$, $0<p<1$. Its inverse is $p=(1+e^{-\eta})^{-1}$, used in <logistic regression>.
= Logit link
{title2=$g(p)=\log\frac p{1-p}$}
The logit link maps a mean probability to its <log odds>: $g(p)=\log[p/(1-p)]$, $0<p<1$. Its inverse is $p=(1+e^{-\eta})^{-1}$, used in <logistic regression>.