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Simple and multiple correspondence analysis for ordinal-scale variables using orthogonal polynomials

机译:使用正交多项式对序数变量进行简单和多次对应分析

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Correspondence analysis (CA) has gained a reputation for being a very useful statistical technique for determining the nature of association between two or more categorical variables. For simple and multiple CA, the singular value decomposition (SVD) is the primary tool used and allows the user to construct a low-dimensional space to visualize this association. As an alternative to SVD, one may consider the bivariate moment decomposition (BMD), a method of decomposition that involves using orthogonal polynomials to reflect the structure of ordered categorical responses. When the features of BMD are combined with SVD, a hybrid decomposition (HD) is formed. The aim of this paper is to show the applicability of HD when performing simple and multiple CA.
机译:对应分析(CA)已成为一种非常有用的统计技术,可用于确定两个或多个类别变量之间的关联性质,从而赢得了声誉。对于简单和多个CA,奇异值分解(SVD)是使用的主要工具,并允许用户构建低维空间以可视化此关联。作为SVD的替代方法,可以考虑使用双变量矩分解(BMD),这种分解方法涉及使用正交多项式来反映有序分类响应的结构。当BMD的特征与SVD结合时,就会形成混合分解(HD)。本文的目的是展示HD在执行简单多次CA时的适用性。

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