OUTER AND INNER CONFIDENCE INTERVALS BASED ON EXTREME ORDER STATISTICS IN A PROPORTIONAL HAZARD MODEL

@inproceedings{Jafar2007OUTERAI,
  title={OUTER AND INNER CONFIDENCE INTERVALS BASED ON EXTREME ORDER STATISTICS IN A PROPORTIONAL HAZARD MODEL},
  author={Ahmadi Seyed Jafar and Mostafa Razmkhah},
  year={2007}
}
Let Mi and M ′ i be the maximum and minimum of the ith sample from k independent sample with different sample sizes, respectively. Suppose that the survival distribution function of the ith sample is F̄i = F̄αi , where αi is known and positive constant. It is shown that how various exact non-parametric inferential procedures can be developed on the basis of Mi’s and M ′ i ’s for distribution function F without any assumptions about it other than F is continuous. These include outer and inner… CONTINUE READING

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