The asymptotic distribution of the bootstrap sample mean of an infinitesimal array
The bootstrap of the mean with arbitrary bootstrap sample size
Weak convergence of a Dirichlet-multinomial process.
Wild bootstrap in RCA(1) model
In the paper, a heteroskedastic autoregressive process of the first order is considered where the autoregressive parameter is random and errors are allowed to be non-identically distributed. Wild bootstrap procedure to approximate the distribution of the least-squares estimator of the mean of the random parameter is proposed as an alternative to the approximation based on asymptotic normality, and consistency of this procedure is established.