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A note on the degrees of freedom in an experimental design model based on an orthonormal system

机译:关于基于正交法则的实验设计模型中的自由度的注记

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Experiments usually aim to study how changes in various factors affect the response variable of interest. Since the response model used most often at present in experimental design is expressed through the effect of each factor, it is straightforward to ascertain how each factor affects the response variable. However, since the response model contains redundant parameters, we must calculate the degrees of freedom defined by the number of independent parameters in the analysis of variance. In this paper, we show that through a description of experimental design based on an orthonormal system, the response model can be expressed using only independent parameters. Hence, we do not have to calculate the degrees of freedom defined by the number of independent parameters.
机译:实验通常旨在研究各种因素的变化如何影响目标响应变量。由于目前在实验设计中最常用的响应模型是通过每个因素的影响来表示的,因此可以直接确定每个因素如何影响响​​应变量。但是,由于响应模型包含冗余参数,因此必须在方差分析中计算由独立参数的数量定义的自由度。在本文中,我们表明,通过描述基于正交正交系统的实验设计,可以仅使用独立参数来表示响应模型。因此,我们不必计算由独立参数的数量定义的自由度。

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