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Interval estimation and hypothesis testing of intraclass correlation coefficients: the generalized variable approach.

机译:类内相关系数的区间估计和假设检验:广义变量法。

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摘要

In this paper, we propose a novel approach using the concept of generalized variable (GV) for the confidence interval estimation of the difference of two intraclass correlation coefficients under unequal family sizes. This approach can also easily provide P-values for hypothesis testing. Simulation results show that the GV approach can provide confidence intervals with good coverage properties and perform hypothesis testing with satisfactory type-I error control. Furthermore, the confidence intervals and P-values by GV approach can be easily obtained by simulation. Therefore the GV approach is a suitable candidate for making inference concerning two intraclass correlation coefficients.
机译:在本文中,我们提出了一种使用广义变量(GV)概念的新方法,用于在不相等家庭规模下对两个类内相关系数之差的置信区间估计。这种方法还可以轻松地为假设检验提供P值。仿真结果表明,GV方法可以提供具有良好覆盖范围的置信区间,并通过令人满意的I型错误控制进行假设检验。此外,通过仿真可以很容易地获得GV方法的置信区间和P值。因此,GV方法是进行两个类内相关系数推断的合适候选者。

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