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A Correlated Network Scale-up Model: Finding the Connection Between Subpopulations
Ian Laga1, Le Bao2, Xiaoyue Niu3
1Department of Mathematical Sciences, Montana State University, Bozeman, MT.
Aggregated relational data (ARD) offers a novel method for network analysis, especially for hard-to-reach populations. This study introduces a new ARD model to improve HIV group size estimates and understand network characteristics in Ukraine.
Area of Science:
- Social Network Analysis
- Epidemiology
- Statistical Modeling
Background:
- Aggregated relational data (ARD) is valuable for network analysis with incomplete data.
- ARD bypasses traditional survey limitations, aiding studies on marginalized groups like female sex workers.
- Previous methods lacked robust analysis for complex network structures and bias reduction.
Purpose of the Study:
- To introduce a novel statistical model for analyzing Aggregated Relational Data (ARD).
- To estimate the size of HIV-related groups in Ukraine using ARD.
- To understand network characteristics influencing social connections and group affiliations.
Main Methods:
- Collected ARD from 10,866 respondents in Ukraine (Dec 2008-Feb 2009).
- Developed a new ARD model incorporating respondent/group covariates and a correlated bias term.
- Introduced a new scaling procedure using correlation structure to minimize bias.
Main Results:
- The proposed model provides improved estimates for the size of at-risk populations for HIV.
- The model enhances understanding of factors influencing social ties and inter-group relationships.
- Bias reduction techniques were successfully applied to ARD analysis.
Conclusions:
- The new ARD model improves the accuracy of network size estimates for HIV prevention.
- Understanding network features aids in recruiting marginalized populations into health programs.
- The model and existing NSUM models are available in the networkscaleup R package.
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