
For right censored data with missing censoring indicators, sub-density function kernel estimators play a significant role for estimating a survival function. Data-driven bandwidths for computing these kernel estimators are proposed. The bandwidths are obtained as minimizers of certain estimates of the mean integrated squared error (MISE). It is shown that the smoothed bootstrap offers a motivation for choosing the proposed MISE estimates for minimization. The efficacy of the proposed procedures is investigated through simulation studies and some illustrations are provided.
Density estimation, Censored data models, Computational problems in statistics, Nonparametric statistical resampling methods, Estimation in survival analysis and censored data
Density estimation, Censored data models, Computational problems in statistics, Nonparametric statistical resampling methods, Estimation in survival analysis and censored data
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