The VIF Score. What is it Good For? Absolutely Nothing

IF 8.9 2区 管理学 Q1 MANAGEMENT Organizational Research Methods Pub Date : 2023-12-13 DOI:10.1177/10944281231216381
Arturs Kalnins, Kendall Praitis Hill
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Abstract

Variance inflation factors (VIF scores) are regression diagnostics commonly invoked throughout the social sciences. Researchers typically take the perspective that VIF scores below a numerical rule-of-thumb threshold act as a “silver bullet” to dismiss any and all multicollinearity concerns. Yet, no valid logical basis exists for using VIF thresholds to reject the possibility of multicollinearity-induced type 1 errors. Reporting VIF scores below a threshold does not in any way add to the credibility of statistically significant results among correlated variables. In contrast to this “threshold perspective,” our analysis expands the scope of a perspective that has considered multicollinearity and misspecification. We demonstrate analytically that a regression omitting a relevant variable correlated with included variables that exhibit multicollinearity is susceptible to endogeneity-induced bias inflation and beta polarization, leading to the possible co-existence of type 1 errors and low VIF scores. Further, omitting variables explicitly reduces VIF scores. We conclude that the threshold perspective not only lacks any logical basis but also is fundamentally misleading as a rule-of-thumb. Instrumental variables represent one clear remedy for endogeneity-induced bias inflation. If exogenous instruments are unavailable, we encourage researchers to test only straightforward, unambiguous theory when using variables that exhibit multicollinearity, and to ensure that correlated co-variates exhibit the expected signs.
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VIF 分数。有什么用?没什么用
方差膨胀因子(VIF 分值)是社会科学领域常用的回归诊断方法。研究人员通常认为,VIF 分数低于某个数字规则阈值,就可以作为 "灵丹妙药 "来排除所有多重共线性问题。然而,使用 VIF 临界值来排除多重共线性引起的 1 类错误的可能性并不存在有效的逻辑依据。报告低于阈值的 VIF 分数丝毫不会增加相关变量统计意义结果的可信度。与这种 "临界值视角 "不同,我们的分析扩大了考虑多重共线性和规格错误的视角的范围。我们通过分析表明,如果回归中省略了与表现出多重共线性的包含变量相关的相关变量,就很容易出现由内生因素引起的偏差膨胀和贝塔极化,从而导致 1 类错误和低 VIF 分数可能同时存在。此外,明确省略变量可降低 VIF 分数。我们的结论是,阈值观点不仅缺乏逻辑基础,而且作为一种经验法则从根本上具有误导性。工具变量是解决内生性偏差膨胀的一种有效方法。如果没有外生工具,我们鼓励研究人员在使用表现出多重共线性的变量时,只对直接、明确的理论进行检验,并确保相关共变量表现出预期的符号。
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来源期刊
CiteScore
23.20
自引率
3.20%
发文量
17
期刊介绍: Organizational Research Methods (ORM) was founded with the aim of introducing pertinent methodological advancements to researchers in organizational sciences. The objective of ORM is to promote the application of current and emerging methodologies to advance both theory and research practices. Articles are expected to be comprehensible to readers with a background consistent with the methodological and statistical training provided in contemporary organizational sciences doctoral programs. The text should be presented in a manner that facilitates accessibility. For instance, highly technical content should be placed in appendices, and authors are encouraged to include example data and computer code when relevant. Additionally, authors should explicitly outline how their contribution has the potential to advance organizational theory and research practice.
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