评估制造系统中多变量相互作用的方法

S. Rezvani, G. Prasad, S. Robinson
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引用次数: 0

摘要

统计学家使用“交互作用”一词来描述一个变量的影响取决于另一个变量的情况[McNeil, Francis, McNeil, 1975]。深入了解领域内元素之间的相互依赖关系和相互作用有助于制定针对期望情况的行动计划。它允许产品或系统优化,防止陷阱和诊断故障。作为开发基于知识的系统以支持聚合物粘合剂领域的研究活动的项目的一部分,我们比较了评估相互作用的不同方法。本文采用一般线性模型作为经典方法,特征角、自组织图(SOM)和交互式视觉特征提取方法(IVFEM)作为替代方法。后者基于数据投影方法,其中将属性映射到可以交互式选择的区域。通过这种方式,我们可以根据共享属性区域与组合面积的比例来描述交互。作为一种量化方法,我们初始化具有特征角的SOMs来说明部分相互作用。基于特征向量之间角度的多变量分析的特征角可以用来描述与已解释的变异性相关的部分相互作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Methods for assessing multivariate interactions in a manufacturing system
Statisticians use the term interaction for situations wherein the effect of one variable depends upon another variable [McNeil, Francis, McNeil, 1975]. A deep knowledge about interdependencies and interactions among elements within a domain is conducive to devising action plans towards a desired situation. It allows for product or systems optimization, preventing pitfalls and diagnosing malfunctions. As part of a project to develop a knowledge based system for supporting research activities in the field of polymeric adhesives, we compared different methods of assessing interactions. Here, we employed general liner models as a classical approach, characteristic angles, self-organizing maps (SOM) and interactive visual feature extraction methods (IVFEM) as alternative techniques. The latter is based on a data projection method, where attributes are mapped to areas that can then be selected interactively. In this manner, we can describe interaction in terms of shared attribute regions in proportion to combined area. As a quantization method, we initialize SOMs with characteristic angles to illustrate partial interactions. Characteristic angles based on multivariate analysis of the angles between eigenvectors can be utilized to describe partial interactions associated with an explained variability.
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