The co-varying ties between networks and item responses via latent variables
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Abstract (arXiv)
Relationships among teachers are known to influence their teaching-related perceptions. We study whether and how teachers' advising relationships (networks) are related to their perceptions of satisfaction, students, and influence over educational policies, recorded as their responses to a questionnaire (item responses). We propose a novel joint model of network and item responses (JNIRM) with correlated latent variables to understand these co-varying ties. This methodology allows the analyst to test and interpret the dependence between a network and item responses. Using JNIRM, we discover that teachers' advising relationships contribute to their perceptions of satisfaction and students more often than their perceptions of influence over educational policies. In addition, we observe that the complementarity principle applies in certain schools, where teachers tend to seek advice from those who are different from them. JNIRM shows superior parameter estimation and model fit over separately modeling the network and item responses with latent variable models.
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References · 5
- 2022A Mutually Exciting Latent Space Hawkes Process Model for Continuous-time Networkscited by 10
- 2018Additive and multiplicative effects network modelscited by 8
- 2019Spectral inference for large Stochastic Blockmodels with nodal covariatescited by 6
- 2013Testing and Modeling Dependencies Between a Network and Nodal Attributescited by 5
- 2015Dyadic data analysis with amencited by 1
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