韦斯穆勒和达莫斯文章评论

M. Martinussen, B. Handegård
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引用次数: 3

摘要

Weissmuller和Damos的文章概述了在飞行员选择领域中通常如何进行验证研究,并提出了预测飞行员表现的统计方法和开发选择系统流程的新方法。本文的一个主要焦点是在试点申请人短缺的情况下提出新的方法。验证研究是开发选择系统的重要组成部分,也是基于证据的实践的基础。以基础训练及格不及格为标准,对某军事样本进行了典型的验证研究。验证研究有时也基于相对较小的样本,没有对诸如范围限制和标准可靠性等统计伪象进行校正(Martinussen, 1996)。Weissmuller和Damos在进行验证研究时解决了几个重要的方面,包括在违反统计假设时使用多元线性回归(MLR)的问题,例如使用二分类标准而不是连续标准。这无疑会导致估计的回归系数不那么精确。我们完全同意Weissmuller和Damos的观点,即当因变量是二分类时,MLR是不合适的。在他们对统计方法的回顾中,他们指出“MLR和LDA(线性判别分析)都假设自变量的多变量正态性。”这有点不精确,因为MLR没有假设预测因子的特定分布。MLR中的正态性假设是,对于预测值的特定组合,因变量应遵循正态分布。因此,这个假设的效果是残差(或误差)应该是正态分布的。如果使用MLR作为二分类因变量,则会自动违反正态分布假设,因为给定预测值组合的误差只能取两个不同值中的一个。此外,当对二分类因变量使用MLR时,违反了均方差和线性假设。因此,违反MLR中连续因变量的假设,实际上违反了三个基本的MLR假设(参见,例如,Cortina, 2002)。任何验证性研究的一个关键点是标准的选择。理想情况下,它应该是可靠的、有效的,并且与组织相关。在训练中使用及格-不及格的方法被批评为不能很好地反映飞行员的实际表现,无论是作为战斗机飞行员还是作为航空公司机长。有时候,正如Weissmuller和Damos的评论所指出的那样,通过率和不合格率是非常扭曲的,这导致了记录预测器预测有效性的更大问题。合格-不合格标准也可能被“不相干”所污染
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Commentary on the Article by Weissmuller and Damos
The article by Weissmuller and Damos provides an overview of how validation studies are normally conducted within the field of pilot selection, and it presents statistical approaches to predict pilot performance and a new way to develop selection system processes. A major focus of the article is to suggest new approaches when there is a shortage of pilot applicants. Validation studies are an important part of developing a selection system, and they also form the basis for evidencebased practice. A typical validation study is conducted on a military sample using pass–fail in basic training as a criterion. The validation studies are sometimes also based on a relatively small sample with no correction for statistical artifacts such as range restriction and criterion reliability (Martinussen, 1996). Weissmuller and Damos address several important aspects when conducting a validation study, including the problem with using multiple linear regression (MLR) when the statistical assumptions are violated, such as using a dichotomous criterion instead of a continuous one. This will undoubtedly lead to less precise estimated regression coefficients. We completely agree with Weissmuller and Damos that MLR is not appropriate when the dependent variable is dichotomous. In their review of statistical methods they state that “both MLR and LDA [linear discriminant analysis] assume multivariate normality for the independent variables.” This is a bit imprecise, as MLR assumes no particular distribution for the predictors. The normality assumption in MLR is that for a particular combination of values for the predictors, the dependent variable should follow a normal distribution. So the effect of this assumption is that residuals (or errors) should be normally distributed. The normal distribution assumption is automatically violated if MLR is used as a dichotomous dependent variable, as the errors for a given combination of predictor values only can take on one of two different values. Also, the homoscedasticity and linearity assumption is violated when using MLR on a dichotomous dependent variable. Therefore, violating the assumption of a continuous dependent variable in MLR gives, in reality, a violation of three of the basic MLR assumptions (see, e.g., Cortina, 2002). A critical point in any validation study is the choice of criterion. Ideally, it should be reliable, valid, and relevant to the organization. The use of pass–fail in training has been criticized for being a poor indicator of actual pilot performance, whether this is performance as a fighter pilot or as an airline captain. Sometimes, as indicated in the Weissmuller and Damos review, the pass–fail rate is very skewed, which leads to even bigger problems with documenting the predictive validity of the predictors. The pass–fail criterion could also be contaminated by irrelevant
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