The link function is parameterised by a value \(r>0\), and takes the form \(log(x/(K - x))\). The inverse link is then \(K* inv_logit(x)\). This is similar to the logit link, although x can range between \([0, K]\) rather than \([0,1]\). The parameter K can be chosen.
scaled_logit(K = 6)
parameterises the link function. The inverse of which then takes values between 0 and K.
A list with class "scaled_logit"