A Berry-Esseen-type bound for recursive estimators of a density and its derivatives
The author studies kernel method based recursive nonparametric estimators of probability density functions and their derivatives. This study is concentrated on the convergence rate of asymptotic distributions. A Berry-Esseen-type bound is established for distributions of recursive kernel estimators of a probability density and its derivatives.
convergence rate of asymptotic distributions
scientific article; zbMATH DE number 605330
scientific article