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
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。
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)
参考文献8
-
1Toyota, M., Kudo, K., Sumiya, M., Kobori, O. High Frequency of Individuals with Strong Reaction to Tuberculosis among Clinical Trainess[J].Japanese Journal of Infectious Disease, 1999,52.
-
2Nian-Sheng Tang, Man-lai Tang,Ivan Siu-Fung Chan. On Test of Equivalence Via Non-unity Relative Risk for Matched-pair Design[J].Statistics in Medicine,2003,22.
-
3Kung-Jong Lui. Estimation of Rate Ratio and Relative Difference in Matched-pairs under Inverse Sampling[J].Environmetrics, 2001,12.
-
4M.L.Tang,Y.J.Liao,H.K.T.Ng,P.S.Chan. Testing of Rate Ratio under Inverse Sampling[J].Biometrical Journal,2008,89.
-
5Kung-Jong Lui.Point Estimation on Relative Risk under Inverse Sampling[J].Biometrical Journal,1996,38.
-
6Kikuchi,D.A.Inverse Sampling in Case Control Studies Involing a Rare Exposure[J].Biometerieal Journal,1987,29.
-
7Kung-Jong Lui. Confidence Intervals for the Risk Ratio in Cohort Studies under Inverse Sampling[J].Biometrical Journal,1995, 37.
-
8Kung-Jong Lui.Sample Size for the Exact Conditional Test under Inverse Sampling[J].Statisties in Medicine, 1995,15.
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.
引证文献3
-
1唐玲,白鹏.二维列联表对角和的Bayes分析[J].云南民族大学学报(自然科学版),2012,21(3):185-187.
-
2隆建军,杨厚学.Hardy-Hilbert不等式一个新的改进[J].云南民族大学学报(自然科学版),2012,21(3):197-201. 被引量:2
-
3江绍萍,段桂花,李慧敏.逆抽样条件下含结构零的2×2列联表中风险差的置信区间估计[J].统计与决策,2015,31(22):8-11.
-
1左艳芳,吴武琴.逆抽样条件下风险差的检验[J].云南民族大学学报(自然科学版),2008,17(2):133-135.
-
2江绍萍.逆抽样条件下配对试验中相对差的估计[J].统计与决策,2009,25(11):8-9.
-
3吴武琴,左艳芳,李会琼,江绍萍.逆抽样条件下相对差的估计[J].昆明理工大学学报(理工版),2009,34(5):108-111. 被引量:1
-
4赵占平,吴忠林.基于配对实验设计的2×2列联表中相对差的统计推断[J].信阳师范学院学报(自然科学版),2008,21(4):501-504.
-
5樊鸿康.关于逆抽样的相关理论与方法[J].南开大学学报(自然科学版),2003,36(4):43-49. 被引量:2
-
6杨义群.关于0-1总体的逆抽样[J].黄淮学刊(自然科学版),1995,11(3):57-59.
-
7夏帆.一种检验回归参数差异的新方法[J].统计与决策,2008,24(16):28-29.
-
8江绍萍,段桂花,李慧敏.逆抽样条件下含结构零的2×2列联表中风险差的置信区间估计[J].统计与决策,2015,31(22):8-11.
-
9李兆勤,赵天玺.指数分布中参数估计的两类错误概率的EM算法[J].长春大学学报,2007,17(8):7-8.
-
10马海南,张应山.零成分搜索法的模拟分析[J].山西大学学报(自然科学版),2010,33(3):375-379. 被引量:2