Berry-Esseen bounds for wavelet estimator in time-varying coefficient models with censored dependent data
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Abstract In this paper, we discuss wavelet estimation of time-varying coefficient models based on censored data where the survival and the censoring times are from a stationary α-mixing sequence. Under the appropriate conditions, the Berry-Esseen bouds of wavelet estimators are established. For the purpose of statistical inference, a random weighted wavelet estimator of the time-varying coefficient is also constructed, and some approximation rates are given.
2018 ◽
Vol 48
(13)
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pp. 3311-3324
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