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Maximum of the weighted Kaplan–Meier tests for the two-sample censored data
Abstract:In this paper, some versatile test procedures are considered, which are useful for the case where the association of survival functions is unclear. These procedures are based on a maximum of a class of the weighted Kaplan–Meier statistics. The weight functions used in the procedures account for both the censored and non-censored data points. Numerical simulations with these weight functions show that, under various levels of censoring, the proposed procedures perform well across a wide range of alternative configurations. Implementation of the proposed procedures is illustrated in a real data example.
Keywords:maximum Kaplan–Meier statistics  survival distributions  versatile test procedures  weighted log-rank statistics
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