Abstract
SYNOPTIC ABSTRACTLet there be k independent exponential populations with unknown and unequal location parameters and with a common but unknown scale parameter. Type II censored sample of size ni is drawn from each population πi = 1, 2, …, k. Based on these k samples, multiple comparison of the location parameters with that of a control population are obtained. The results are applied to situations where there is no control population and the experimenter is interested in multiple comparison with the best (but unknown) population. Subset selection satisfying given selection goals can be achieved simultaneously.
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