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参数有限制条件下最优同变点预测量的改进

Improvement of the bestequivariant point predictors under the ordered parameters
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摘要 考虑了在位置分布族与尺度分布族中,当未知的分布参数含有限制条件下,对参数无限制下给出的未知随机变量的最优同变点预测量进行改进。在一定条件下,利用IERD方法构造一族改进后的点预测量。 This paper considers the improvement of the best equivarlant point predictors of unknown random variable under ordered unknown distribution parameters in the location family and scale family. A class of improved point predictors are constructed by using the method of integrated expression of risk difference (IERD) under some conditions.
作者 刘燕 肖玉山
出处 《长春大学学报》 2011年第2期51-54,共4页 Journal of Changchun University
关键词 最优同变点预测量 位置分布族 尺度分布族 TP2(total POSITIVITY of order 2) IERD(integrated EXPRESSION of RISK difference)方法 the best equivarlant point predictor location family scale family TP2 (total positivity of order 2) IERD (integrated expression of risk difference)
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参考文献5

  • 1Xiao Yushan, Takada Y. Improvement of the best equivariant predictors under the ordered parameters [ J ]. Japan Statist. Soc,2006,36 ( 1 ) : 1 - 8.
  • 2Xiao YuShan, Takada Y. Statistical prediction under an order restriction [ J ]. Northeast. Math,2008,24 (1) :1000 -1778.
  • 3Karlin, S. Total Positivity[ M]. Stan ford CA : Stanford University Press, 1968.
  • 4刘燕,肖玉山.参数序限制下最优同变预测区间的改进[J].长春大学学报,2010,20(8):14-17. 被引量:1
  • 5Kubokawa, T, Saleh, A. K. Estimation of location and scale parameters under order restriction [ J ]. Jour. Statistical Research, 1994,28:45 - 51.

二级参考文献4

  • 1Xiao Yushan, Takada Y. Improvement of the best equivariant predictors under the ordered parameters [ J ]. Japan Statist. Soc,2006,36 (1) :1 - 8.
  • 2Xiao YuShan, Takada Y. Statistical prediction under an order restriction. Northeast [ J ]. Math. J,2008,24 (1) :1000 -1778.
  • 3Karlin, S. Total Positivity[ M]. Stanford CA:Stanforol University Press,1968.
  • 4Kubokawa,T. , Saleh, A. K. Estimation of location and scale parameters under order'restriction[ J ]. Jour. Statistical Research, 1994,28:45 - 51.

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