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A Note Comparing Component-slope, Scheffe and Cox Parameterizations of the Linear Mixture Experiment Model

机译:线性混合实验模型的组分斜率,Scheffe和Cox参数化比较的注释

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A mixture experiment involves combining two or more components in various proportions and collecting data on one or more responses. A linear mixture model may adequately represent the relationship between a response and mixture component proportions and be useful in screening the mixture components. The Scheffe and Cox parameterizations of the linear mixture model are commonly used for analyzing mixture experiment data. With the Scheffe parameterization, the fitted coefficient for a component is the predicted response at that pure component (i.e. single-component mixture). With the Cox parameterization, the fitted coefficient for a mixture component is the predicted difference in response at that pure component and at a pre-specified reference composition. This article presents a new component-slope parameterization, in which the fitted coefficient for a mixture component is the predicted slope of the linear response surface along the direction determined by that pure component and at a pre-specified reference composition. The component-slope, Scheffe, and Cox parameterizations of the linear mixture model are compared and their advantages and disadvantages are discussed.
机译:混合实验涉及以不同比例组合两个或多个组件并收集一个或多个响应的数据。线性混合物模型可以充分表示响应和混合物组分比例之间的关系,并且在筛选混合物组分中很有用。线性混合模型的Scheffe和Cox参数化通常用于分析混合实验数据。使用Scheffe参数化后,某组分的拟合系数即为该纯组分(即单组分混合物)的预测响应。使用Cox参数化时,混合组分的拟合系数是在该纯组分和预先指定的参考组成下的预计响应差异。本文提出了一种新的组分斜率参数化方法,其中混合组分的拟合系数是线性响应表面沿该纯组分所确定的方向并在预先指定的参考组成下的预测斜率。比较了线性混合模型的分量斜率,Scheffe和Cox参数化,并讨论了它们的优缺点。

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