Abstract

In this article, we analyze the strong consistency and r-th (r > 1) mean consistency for the estimators β u, n and g u, n of β and g, respectively, based on m-asymptotic negatively associated errors. Furthermore, the convergence rate for the strong consistency of the estimators is also considered. The results obtained in this article extend the corresponding ones for ρ ∗-mixing random variables and other dependent sequences.

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