Potential priors?
\(\tau\) is postif and continuous
We have 3 probability models :
Gamma : \(f(\tau) \propto \tau^{s-1} e^{-r\tau}\)
Weibull : \(f(\tau) \propto \tau^{s-1} e^{(-r\tau)^s}\)
F : \(f(\tau) \propto \tau^{s/2 - 1} (1 + \tau) ^ -s\)
Quiz! Which one ?