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Simultaneous Tests for Independence Among Components of Random Vector by Step-Down Multiple Comparison Procedure

机译:降序多重比较法同时检验随机向量各分量之间的独立性

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摘要

In this article, we consider testing independence among components of random vector in multivariate normal population. For testing independence, we use the modified likelihood ratio test statistic which is improved an approximation to y2 distribution of the likelihood ratio test statistic. In order to perform simultaneous tests for independence among components of random vector, we use the step-down multiple comparison procedure based on the closed testing procedure proposed by Marcus et al. (1976). Finally, we perform Monte Carlo simulations and present numerical results.
机译:在本文中,我们考虑测试多元正态总体中随机向量各组成部分之间的独立性。为了检验独立性,我们使用修改后的似然比检验统计量,该似然比检验统计量改进了似然比检验统计量的y2分布的近似值。为了对随机向量的各个分量之间的独立性进行同时测试,我们使用了基于Marcus等人提出的封闭测试程序的降压多重比较程序。 (1976)。最后,我们执行蒙特卡洛模拟并给出数值结果。

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