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Methodological and computational considerations for multiple correlation analysis

机译:多重相关分析的方法和计算注意事项

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摘要

The squared multiple correlation coefficient has been widely employed to assess the goodness-of-fit of linear regression models in many applications. Although there are numerous published sources that present inferential issues and computing algorithms for multinormal correlation models, the statistical procedure for testing substantive significance by specifying the nonzero-effect null hypothesis has received little attention. This article emphasizes the importance of determining whether the squared multiple correlation coefficient is small or large in comparison with some prescribed standard and develops corresponding Excel worksheets that facilitate the implementation of various aspects of the suggested significance tests. In view of the extensive accessibility of Microsoft Excel software and the ultimate convenience of general-purpose statistical packages, the associated computer routines for interval estimation, power calculation, and sample size determination are also provided for completeness. The statistical methods and available programs of multiple correlation analysis described in this article purport to enhance pedagogical presentation in academic curricula and practical application in psychological research.
机译:在许多应用中,平方相关系数平方已被广泛用来评估线性回归模型的拟合优度。尽管有许多公开的资料来源提出了关于多正态相关模型的推论性问题和计算算法,但是通过指定非零效应零假设来检验实质意义的统计程序却鲜有受到关注。本文强调确定平方倍相关系数与某些规定的标准相比是小还是大的重要性,并开发相应的Excel工作表,以促进所建议的重要性测试的各个方面的实施。鉴于Microsoft Excel软件的广泛可访问性和通用统计软件包的最终便利,还提供了用于间隔估计,功效计算和样本大​​小确定的关联计算机例程,以确保完整性。本文介绍的统计方法和多元相关分析的可用程序旨在增强学术课程中的教学方法以及在心理学研究中的实际应用。

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  • 来源
    《Behavior Research Methods》 |2007年第4期|731-734|共4页
  • 作者

    Gwowen Shieh; Chien-Feng Kung;

  • 作者单位

    Department of Management Science National Chiao Tung University 1001 Ta Hsueh Road 30050 Hsinchu Taiwan Taiwan;

    Department of Management Science National Chiao Tung University 1001 Ta Hsueh Road 30050 Hsinchu Taiwan Taiwan;

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  • 正文语种 eng
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