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A Exact Test for a Variance Ratio in an Unbalanced Mixed Linear Model

机译:不平衡混合线性模型中方差比的精确检验

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Statistical inference for a variance ratio in mixed linear models has many useful applications in practice. In this paper, we develop a new generalized p-value approach to derive a test for a variance ratio. It is shown that the resulted generalized p-values are exact p-values in frequency sense. Numerical results suggest that the power of the generalized p-value test is generally higher than that of the Wald test for very unbalanced designs when the variance ratio is smaller.
机译:混合线性模型中方差比的统计推断在实践中有许多有用的应用。在本文中,我们开发了一种新的广义p值方法来得出方差比的检验。结果表明,广义的p值在频率意义上是精确的p值。数值结果表明,当方差比较小时,对于非常不平衡的设计,广义p值检验的功效通常高于Wald检验的功效。

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