gnst_a_1770754_sm1405.pdf (215.96 kB)
Higher-order bias corrections for kernel type density estimators on the unit or semi-infinite interval
journal contribution
posted on 2020-05-27, 11:50 authored by Gaku Igarashi, Yoshihide KakizawaFor the data of size n from the unit or semi-infinite interval, several asymmetric kernel density estimators, having the mean integrated squared errors of order or , are available in the literature. We develop more higher-order bias-corrected estimators, achieving the order , where is a given integer. We illustrate the finite sample performance of the estimators through the simulations.