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A new mathematical program based on Principal Component Analysis for multiple response optimization

机译:一种基于主成分分析的新数学程序用于多重响应优化

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In many industrial systems, improvement of quality characteristics is a main step in product design. Design of experiments is a well-grounded approach to optimize quality characteristics (Response variables) in terms of design parameters (Factors). The aim of this study is to develop the mathematical model for continuous optimization and analysis of the multiple response surfaces whereas the responses are correlated. This study proposes the novel mathematical model based on PCA and Lp-metric function for continuous pareto optimization of MRS problem when the responses are correlated and might have different importance and dimension.
机译:在许多工业系统中,改善质量特性是产品设计的主要步骤。实验设计是一种有根有据的方法,可以根据设计参数(因子)来优化质量特征(响应变量)。这项研究的目的是开发一种数学模型,用于对多个响应面进行连续优化和分析,而这些响应之间是相关的。本研究提出了一种基于PCA和Lp-metric函数的新颖数学模型,用于当响应相关且可能具有不同的重要性和维度时,连续不断地优化MRS问题。

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