The log-logistic distribution of germination times is parameterised as:
$$ P(t) = \frac{d}{(1+\exp( - b(\log(t)-\log(e))))}$$
where 't' is the time and 'P(t)' is the proportion of germinated seeds at time = t. LogLogisticSurv is parameterised as usual in survival analysis:
$$ P(t) = \frac{d}{(1+\exp( - (\log(t)-e)/exp(b)))}$$
i.e. with 'e' on a log-scale and a log-link on 'b'. With no cured fraction (d = 1), loglogisticSurv gives same results as 'survereg' in the 'survival package', with 'dist = "loglogistic"'.