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LISREL: an Alternative to MANOVA and Principal Components in Designed Experiments when the Response is Multidimensional

机译:LISREL:多维响应时设计实验中MANOVA和主成分的替代方法

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In designed industrial experiments, the response is often multidimensional. There may be different responses and/or responses of equal kind that are correlated. The usual analysis is by a separate ANOVA (Analysis of Variance) for each response or by MANOVA (Multivariate Analysis of Variance) of all responses simultaneously. However, ANOVA/MANOVA techniques do not fully address the multivariate situation. In this paper, MANOVA, principal components analysis, and LISREL (Linear Structural Relationship), are applied to the results of an experiment concerning high-precision breathing apparatus to be used by firefighters. The experimental design is a 2_V~(5-1), having seven response measurements and five replicates. We address both establishing a cause-effect relation, and the estimation of the impact size. The multivariate techniques strongly reduce the number of tests to be performed. MANOVA and LISREL provide standard errors of every parameter of interest. The LISREL model is very flexible in model building and parameter testing, and it gives enhanced insight into the experimental results. Its use in industrial experiments has not been fully exploited; one possible explanation is that such experiments often have too few runs.
机译:在设计的工业实验中,响应通常是多维的。可能存在不同的响应和/或同类响应。通常的分析是针对每个响应分别使用ANOVA(方差分析)或同时对所有响应进行MANOVA(方差多变量分析)。但是,ANOVA / MANOVA技术不能完全解决多变量情况。在本文中,将MANOVA,主成分分析和LISREL(线性结构关系)应用于涉及消防员的高精度呼吸器的实验结果。实验设计为2_V〜(5-1),具有七个响应测量值和五个重复项。我们讨论建立因果关系和影响大小的估计。多元技术极大地减少了要执行的测试数量。 MANOVA和LISREL提供了每个感兴趣参数的标准误差。 LISREL模型在模型构建和参数测试中非常灵活,并且可以增强对实验结果的了解。它在工业实验中的使用尚未得到充分利用。一种可能的解释是,这样的实验通常运行太少。

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