Symmetry, quasi-symmetry, and marginal homogeneity on the latent level

(Quasi-)symmetry models can be applied to panel and trend data in many ways, some of which are seemingly totally unrelated to the concept of (quasi-)symmetry. Log-linear models are very well suited to estimate the amount of (quasi-)symmetry in a square frequency table. Log-linear models with latent...

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Veröffentlicht in:Social science research 1986-09, Vol.15 (3), p.241-255
1. Verfasser: Hagenaars, Jacques A
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description (Quasi-)symmetry models can be applied to panel and trend data in many ways, some of which are seemingly totally unrelated to the concept of (quasi-)symmetry. Log-linear models are very well suited to estimate the amount of (quasi-)symmetry in a square frequency table. Log-linear models with latent variables make it possible to assess the (quasi-)symmetrical nature of the multivariate distributions of the latent variables, thereby correcting for the unreliability in the measurement of the manifest variables. Latent (quasi-)symmetry models can be applied by introducing a slight extension of Goodman's well-known version of the EM-algorithm for the estimation and testing of latent structure models.
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source Elsevier ScienceDirect Journals; Worldwide Political Science Abstracts; Sociological Abstracts; Periodicals Index Online
subjects Loglinear Analysis
Methodology
Methodology (Data Analysis)
Quantitative Methods
Social science
title Symmetry, quasi-symmetry, and marginal homogeneity on the latent level
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