2018
DOI: 10.3758/s13428-017-1013-4
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On using multiple imputation for exploratory factor analysis of incomplete data

Abstract: A simple multiple imputation-based method is proposed to deal with missing data in exploratory factor analysis. Confidence intervals are obtained for the proportion of explained variance. Simulations and real data analysis are used to investigate and illustrate the use and performance of our proposal.

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Cited by 54 publications
(40 citation statements)
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“…The factor retention criterion (here parallel analysis, Horn, 1965, was chosen to determine the number of factors) was either applied to each of the m imputed data sets and the most frequent solution was selected or applied to an averaged correlation matrix. Latter is quite similar to the approach of Nassiri et al (2018). Choosing the best retention criterion can be challenging as their performance varies under different conditions (e.g., Auerswald & Moshagen, 2019; van der Eijk & Rose, 2015).…”
Section: Methodsmentioning
confidence: 99%
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“…The factor retention criterion (here parallel analysis, Horn, 1965, was chosen to determine the number of factors) was either applied to each of the m imputed data sets and the most frequent solution was selected or applied to an averaged correlation matrix. Latter is quite similar to the approach of Nassiri et al (2018). Choosing the best retention criterion can be challenging as their performance varies under different conditions (e.g., Auerswald & Moshagen, 2019; van der Eijk & Rose, 2015).…”
Section: Methodsmentioning
confidence: 99%
“…Mainly default settings were used for the imputation process ( m = 5 , sequence of imputation from left to right, default tolerance for the Amelia algorithm, starting values for the EM algorithm were obtained from the observed data with listwise deletion and no priors were specified for the sufficient statistics). Five imputed data sets ( m = 5 ) seemed to be a good choice as comparable studies (e.g., Dray & Josse, 2015; Lorenzo-Seva & Van Ginkel, 2016; Nassiri et al, 2018) also used m = 5 (the latter used m = 10 ). As we did not want to estimate standard errors for model parameters, more than five imputed data sets would have been an unnecessary computational burden.…”
Section: Methodsmentioning
confidence: 99%
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“…Of those, 1212 answered all attitudinal questions. To compute factor loadings for a dataset with missing values, we used the multiple imputation method and software of Nassiri et al [51].…”
Section: Conflicts Of Interestmentioning
confidence: 99%
“…One suggested approach to deal with missing data in dimension reduction techniques consists in estimating the covariance matrix on the complete data (i.e. in each pair of exposures' complete data), and then perform principal component analysis or factor analysis on this matrix [40]. Bayesian model-based clustering techniques can automatically handle missing data without having to use imputations.…”
Section: Dimensionality Of the Exposomementioning
confidence: 99%