Bayesian latent class analysis tutorial Journal Article


Authors: Li, Y.; Lord-Bessen, J.; Shiyko, M.; Loeb, R.
Article Title: Bayesian latent class analysis tutorial
Abstract: This article is a how-to guide on Bayesian computation using Gibbs sampling, demonstrated in the context of Latent Class Analysis (LCA). It is written for students in quantitative psychology or related fields who have a working knowledge of Bayes Theorem and conditional probability and have experience in writing computer programs in the statistical language R. The overall goals are to provide an accessible and self-contained tutorial, along with a practical computation tool. We begin with how Bayesian computation is typically described in academic articles. Technical difficulties are addressed by a hypothetical, worked-out example. We show how Bayesian computation can be broken down into a series of simpler calculations, which can then be assembled together to complete a computationally more complex model. The details are described much more explicitly than what is typically available in elementary introductions to Bayesian modeling so that readers are not overwhelmed by the mathematics. Moreover, the provided computer program shows how Bayesian LCA can be implemented with relative ease. The computer program is then applied in a large, real-world data set and explained line-by-line. We outline the general steps in how to extend these considerations to other methodological applications. We conclude with suggestions for further readings. © 2018 Taylor & Francis Group, LLC.
Keywords: bayes theorem; software; sampling; human experiment; calculation; mathematics; bayesian analysis; markov chain monte carlo; gibbs sampling; human; article; markov chain; latent class analysis
Journal Title: Multivariate Behavioral Research
Volume: 53
Issue: 3
ISSN: 0027-3171
Publisher: Taylor & Francis Group  
Date Published: 2018-01-01
Start Page: 430
End Page: 451
Language: English
DOI: 10.1080/00273171.2018.1428892
PROVIDER: scopus
PUBMED: 29424559
PMCID: PMC6364555
DOI/URL:
Notes: Article -- Export Date: 1 June 2018 -- Source: Scopus
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  1. Yuelin Li
    219 Li
  2. Rebecca Rose Loeb
    13 Loeb