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Partial Ordering and Aging Properties of Order Statistics When the Sample Size is Random: A Brief Review |
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| Authors: | Asok K. Nanda |
| Affiliation: | Department of Mathematics , Indian Institute of Technology , Kharagpur, India |
| Abstract: | In many practical situations, order statistics arise naturally with random sample size. In this article, we review results on partial orderings and aging properties of such order statistics. The comparison of order statistics for different sample sizes is also discussed here. |
| Keywords: | DFR DFRA Dispersive order DMRL Excess wealth order Hazard rate order IFR IFRA Laplace transform order Likelihood ratio order NBU NBU(2) NBUC NBUE NWU |