Recorded on February 16, 2018
Once we have this representation, we can address research questions that specifically require computing the joint probability. In this context, a prototypical—albeit theoretical—issue would be how to best approximate the diversity of many voters through a small number of elected representatives. This translates directly into a variable and data clustering task, which will be at the core of our presentation. Our objective will be to trade off the faithfulness of voter representation with the number of variable/data clusters to be generated.
Workflow to be presented in the webinar:
- Transform original GSS data in SPSS format with Stat/Transfer 14.
- Import data, variables labels, and value labels into BayesiaLab.
- Define variable classes, e.g., demographics, voting behavior, etc.
- Perform Unsupervised Learning.
- Optimize Bayesian network model with Structural Coefficient Analysis.
- Identify Latent Factors through BayesiaLab's Variable Clustering.
- Cluster voters into segments with Data Clustering (Multi-Net).
 Smith, Tom W, Peter Marsden, Michael Hout, and Jibum Kim. General Social Surveys, 1972-2014 [machine-readable data file] /Principal Investigator, Tom W. Smith; Co-Principal Investigator, Peter V. Marsden; Co-Principal Investigator, Michael Hout; Sponsored by National Science Foundation. --NORC ed.-- Chicago: NORC at the University of Chicago [producer]; Storrs, CT: The Roper Center for Public Opinion Research, University of Connecticut [distributor], 2015.
1 data file (57,061 logical records) + 1 codebook (3,567p.). — (National Data Program for the Social Sciences, No. 22).
Topics: Seminars & Webinars