Abstract

This note compares the small-sample efficiency of the extended Theil-Sen estimator to the modified Buckley-James estimator when the predictor is random. Included are situations where the error term is heteroscedastic. In terms of their standard errors, the extended Theil-Sen estimator is found to offer a substantial advantage in various situations, while the modified Buckley-James estimator never offers an advantage when there is 20% or 50% censoring.

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