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逆抽样条件下含结构零的2×2列联表中相对差的估计 被引量:3

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摘要 含结构零的2×2列联表的统计推断是当今社会的一个热点问题。文中建立Fisher信息阵以求解感兴趣参数的方差并建立了四个统计量:wald统计量、score统计量、wald-score统计量和似然比统计量。基于蒙特卡洛的方法模拟得到的结果表明score统计量是最优的,其既能保证犯第一错误概率最小又能使得功效达到最大。
作者 江绍萍
出处 《统计与决策》 CSSCI 北大核心 2010年第2期14-16,共3页 Statistics & Decision
基金 云南省教育厅科学研究基金资助项目(08Y0264)
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参考文献8

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同被引文献21

  • 1BISHOP Y M, FIENBERG S E, HOLLAND P W. Discrete multivariate analysis theory and practice[ M ]. The MIT Press, 1975: 25 - 124.
  • 2SHI L, SUN H Y, BAI P. Bayesian confidence interval for difference of the proportions in a 2×2 table with structural zero [ J ]. Journal of Applied Statistics,2009,36 ( 5 ) :483 - 494.
  • 3SHI L, BAI P. Bayesian confidence interval for the difference of two proportions in the matched-paired design [ J ]. Communications in Statistics-Theory and Methods,2008,37 : 2034 - 2051.
  • 4SHI L, BAI P. Bayesian confidence interval for the ratio of marginal propabilities in the matched-paired design [ J ]. Communications in StatisticsTheory and Methods,2009,38:1300- 1316.
  • 5PHAM G T, TURKKAN N. Distribution of the linear combination of two general beta variables and applications [ J ]. Commun Statist-Theory Meth, 1998, 27 (7) : 1851 - 1869.
  • 6BISHOP Y M, FIENBERG S E, HOLLAND P W. Discrete multivariate analysis theory and practice[ M ]. The MIT Press, 1975: 25 - 124.
  • 7SHI L, SUN H Y, BAI P. Bayesian confidence interval for difference of the proportions in a 2 × 2 table with structural zero [ J ]. Journal of Applied Statistics,2009,36 ( 5 ) :483 - 494.
  • 8SHI L, BAI P. Bayesian confidence interval for the difference of two proportions in the matched-paired design [ J ]. Communications in Statistics-Theory and Methods,2008,37:2034 - 2051.
  • 9SHI L, BAI P. Bayesian confidence interval for the ratio of marginal propabilities in the matched-paired design [ J ]. Communica- tions in StatisticsTheory and Methods,2009,38:1300- 1316.
  • 10PHAM G T, TURKKAN N. Distribution of the linear combination of two general beta variables and applications [ J ]. Commun Statist-Theory Meth, 1998, 27 (7) : 1851 - 1869.

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