Asymptotic study of statistical estimates based on samples censored by the central and intermediate terms of a variational series

Asymptotic behaviour of Bayes estimates $t_n$ of parameter $\Theta$ from type II censored samples is studied under some conditions on densities. Asymptotic distributions of $\mu(n)(t_n-\Theta)$ are derived, where $\mu(n)$ is normalizing factor.