首页> 外文期刊>American Journal of Mathematical and Management Sciences >RELATIONS FOR MARGINAL AND JOINT MOMENT GENERATING FUNCTIONS OF MARSHALL-OLKIN EXTENDED LOGISTIC DISTRIBUTION BASED ON LOWER GENERALIZED ORDER STATISTICS AND CHARACTERIZATION
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RELATIONS FOR MARGINAL AND JOINT MOMENT GENERATING FUNCTIONS OF MARSHALL-OLKIN EXTENDED LOGISTIC DISTRIBUTION BASED ON LOWER GENERALIZED ORDER STATISTICS AND CHARACTERIZATION

机译:基于较低广义阶统计量和特征的马氏-奥尔金扩展逻辑分布的边际和矩产生函数的关系

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摘要

In this study we give exact expressions and some recurrence relations for marginal and joint moment generating functions of lower generalized order statistics from Marshall-Olkin extended logistic distribution. The results for order statistics and lower record values are deduced from the relations derived. Further, a characterization of this distribution by considering recurrence relations for marginal moment generating functions of the lower generalized order statistics is presented.
机译:在这项研究中,我们给出了Marshall-Olkin扩展Logistic分布的较低广义阶统计量的边际和联合矩生成函数的精确表达式和一些递归关系。订单统计和较低记录值的结果是从得出的关系中推导出来的。此外,通过考虑递归关系对较低广义阶统计量的边际矩生成函数,对该分布进行了表征。

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