3 problems

Asymptotic efficiency conjecture. Despite the imprecision inherent in an IM, which is necessary to achieve exact validity, there is no loss of efficiency asymptotically.

Let $\widehat{\Theta}_n^{(BC)}$ be the bias-corrected global estimator and suppose that the asymptotic normality result above holds, with asymptotic variance given by the variance…

Let $\widehat{\Theta}_n$ be a parametric estimator that achieves the Cramér–Rao efficiency bound, and suppose the local parametric model satisfies the assumptions leading to the ce…