Comment on “On the Power of the F-test for Hypotheses in a Linear Model” by Griffiths and Hill (2022)

R. Christensen
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Abstract

Griffiths and Hill (2022) showed that when testing an hypothesis in linear models, it can sometimes be advantageous to incorporate components into the hypothesis that are true. They assume a true linear model and that a constraint R 2 β = d 2 is true. They are interested in comparing the powers of three F tests for H 0 : R 1 β = d 1 :
对Griffiths和Hill(2022)《关于线性模型中假设的f检验的威力》的评论
Griffiths和Hill(2022)表明,在线性模型中检验假设时,将正确的成分纳入假设中有时是有利的。他们假设一个真正的线性模型并且约束r2 β = d2是真的。他们感兴趣的是比较h0: r1 β = d1的三个F测试的功率:
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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