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Computing The Moments Of Order Statistics From Nonidentically Distributed Marshall-Olkin Extended Burr XII Random Variables |
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PP: 285-293 |
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doi:10.18576/jsap/060204
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Author(s) |
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M. Gharib,
B. I. Mohammed,
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Abstract |
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| Order statistics (os) for independent non-identically distributed (inid) random variables (rvs) is widely discussed in the literature, see, for example, Balakrishnan [3], Balakrishnon and Subramanian [4], Barakat and Abdelkader [8] and Jamjoom and AlSaiary [14]. In this paper a recurrence relation is established for computing all single moments of all os arising from inid Marshall-Olkin extended Burr XII (MOEB XII) rvs. Another proof for the independent identical distributed (iid) rvs case is also presented and numerical examples are given.
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