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Several procedures for ranking populations according to the quantile of a given order have been discussed in the literature. These procedures deal with continuous distributions. This paper deals with the problem of selecting a population with the largest α-quantile from k ≥ 2 finite populatins, where the size of each population is known. A selection rule is given based on the sample quantiles, where he samples are drawn without replacement. A formula for the minimum probability of a correct selection for the given rule, for a certain configuration of the population α-quantiles, is given in terms of the sample numbers. 相似文献
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Marshall and Olkin (1997) introduced a new method of adding parameter to expand a family of distributions. Using this concept, in this article, the Marshall–Olkin extended Pareto distribution is introduced and some recurrence relations for single and product moments of generalized order statistics are studied. Also the results are deduced for record values and order statistics. 相似文献
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Haseeb Muhammad Suryanto Tulus Hartani Nira Hariyatie Jermsittiparsert Kittisak 《Social indicators research》2020,147(3):723-745
Social Indicators Research - This paper aims at understanding the vigorous connection between globalization, income inequality and human development in Indonesian economy. This study employs... 相似文献
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