Abstract

The paper studies a mixture experiment with two responses – a primary response and a secondary response. The primary response function is assumed to be quadratic in the mixing proportions, while the secondary response is a linear function of the proportions. Optimum designs are investigated for estimating the optimum mixture combination that maximizes the mean primary response subject to the mean secondary response being above a certain specified value.

中文翻译：

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用于在具有两个响应的三组分混合物实验中估计最佳混合物的 D 最优设计

摘要

该论文研究了具有两种反应的混合实验——主要反应和次要反应。假设主要响应函数是混合比例的二次函数，而次要响应是比例的线性函数。研究了优化设计以估计最佳混合组合，该组合在平均次级响应高于特定指定值的情况下最大化平均初级响应。