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A test statistic based on ranked set sampling for two normal means

机译:基于两个正常均值的排序集抽样的检验统计量

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摘要

In this study, we considered a hypothesis test for the difference of two population means using ranked set sampling. We proposed a test statistic for this hypothesis test with more than one cycle under normality. We also investigate the performance of this test statistic, when the assumptions hold and are violated. For this reason, we investigate the type I error and power rates of tests under normality with equal and unequal variances, non-normality with equal and unequal variances. We also examine the performance of this test under imperfect ranking case. The simulation results show that derived test performs quite well.
机译:在这项研究中,我们考虑了使用排序集抽样对两个总体均值之差进行的假设检验。我们针对此假设检验提出了一个检验统计量,该检验统计量在正常情况下有一个以上的周期。当假设成立并被违反时,我们还将调查此检验统计量的性能。因此,我们调查方差相等和不相等的正态性,方差相等和不相等的非正态性的测试的I型误差和功率率。我们还检查了在排名不完全的情况下该测试的性能。仿真结果表明,导出的测试效果很好。

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