2013
DOI: 10.1007/978-1-4614-8283-3_4
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Integrating Partial Least Squares Correlation and Correspondence Analysis for Nominal Data

Abstract: We present an extension of PLS-called partial least squares correspondence analysis (PLSCA)-tailored for the analysis of nominal data. As the name indicates, PLSCA combines features of PLS (analyzing the information common to two tables) and correspondence analysis (CA, analyzing nominal data). We also present inferential techniques for PLSCA such as bootstrap, permutation, and χ 2 omnibus tests. We illustrate PLSCA with two nominal data tables that store (respectively) behavioral and genetics information.

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Cited by 4 publications
(4 citation statements)
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“…For example, Meda et al (34) derived a five-factor model based on state and trait measures in healthy controls vs. “at-risk/addicted” participants. Huba, Newcomb, and Bentler (66) used Interbattery Factor Analysis (67) – a technique also known more recently as partial least squares correlation (68,69) – to examine the relationship between sensation-seeking and drug use in an adolescent population. Huba et al (66) identified factors common to types of drugs used and sensation-seeking traits.…”
Section: Discussionmentioning
confidence: 99%
“…For example, Meda et al (34) derived a five-factor model based on state and trait measures in healthy controls vs. “at-risk/addicted” participants. Huba, Newcomb, and Bentler (66) used Interbattery Factor Analysis (67) – a technique also known more recently as partial least squares correlation (68,69) – to examine the relationship between sensation-seeking and drug use in an adolescent population. Huba et al (66) identified factors common to types of drugs used and sensation-seeking traits.…”
Section: Discussionmentioning
confidence: 99%
“…Then, each SNP was coded in accordance with genotypic (codominant) models 37,75 : each SNP was coded into 3 genotypes (e.g., AA, AG, or GG) as categorical variables, and each variable was weighted according to the information it provided. The weight of a variable was defined as the inverse of its relative frequency because a rare variable provides more information than does a frequent variable 37,75 . This fully categorical coding scheme allows us to detects linear and nonlinear relationships within (e.g., genotypic) and between datasets 37 .…”
Section: Mri Data Processing Structural Mrimentioning
confidence: 99%
“…However, SNPs and many types of behavioral data (e.g., surveys, clinical assessments, and diagnostic groups) are inherently categorical. We now present a new PLSC method—called partial least squares correspondence analysis (PLSCA)—designed specifically to analyze two tables of categorical data (Beaton, Filbey, et al, 2013). We have implemented PLSCA (and several of its derivatives) in the R package TExPosition (Beaton, Chin Fatt, & Abdi, 2014; Beaton, Rieck, Fatt, & Abdi, 2013).…”
Section: A Précis Of Plscmentioning
confidence: 99%
“…Here, we present partial least squares correspondence analysis (PLSCA; Beaton, Filbey, & Abdi, 2013)-a derivative of PLS-and several of its novel extensions tailored for the particular data and design issues often confronted in genetic association studies within the psychological, cognitive, and neurological sciences. PLSCA (like traditional PLS) is designed to simultaneously analyze two tables of data.…”
Section: Snp Coding Problem and Solutionmentioning
confidence: 99%