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Session Type: Structured Poster Session
While structural equation modeling has been a preferred approach to simultaneously model relations among latent variables and between latent variables and indicators, challenges in computations and specifications arise as researchers work with increasingly complex models. Alternative, two-step methods using composite/factor scores with bias corrections for measurement errors have gained attention as research has shown their numerical stability in small samples and flexibility in model specifications. In this session, presenters will share new development, applications, and findings on composite/factor score methods handling multilevel data, latent interactions, and ordinal indicators. These methods include composite variables with reliability adjustment, factor scores with Croon's method or with definition variables, and a fully Bayesian factor score regression approach.
Croon's Corrections for Estimating Single-Level Latent Interactions - Kyle T. Cox, University of North Carolina - Charlotte
Improving Estimation Accuracy of the Interaction Effects in Models With Composite Scores - Yu-Yu Hsiao, University of New Mexico; Oiman Kwok, Texas A&M University - College Station; Hok Chio (Mark) Lai, University of Southern California
Modeling Latent Constructs for Multilevel Observational Data in Education: Multilevel Modeling (MLM) Versus Multilevel Structural Equation Modeling - Chi-Ning Chang, The University of Kansas; Oiman Kwok, Texas A&M University - College Station
Flexible Bias-Corrected Multilevel Factor Score Path Analysis - Benjamin Kelcey, University of Cincinnati; Fangxing Bai, University of Cincinnati; Kyle T. Cox, University of North Carolina - Charlotte
Cross-Lagged Panel Analysis When Constructs Are Measured Using Ordinal Scales - Qian Zhang, Florida State University; Qi Wang, Florida State University
An Empirical Evaluation of Structural Equation Modeling Analysis Based on Composite Variables With Correction for Measurement Errors - Yanyun Yang, Florida State University; Lu Liu, Florida State University; Zhenzhen Liu, Arizona State University; Cun-Xian Jia, Shandong University; Xianchen Liu, The University of Pennsylvania
Two-Stage Path Analysis With Definition Variables: A General Framework for Modeling With Categorical Indicators - Hok Chio (Mark) Lai, University of Southern California; Yu-Yu Hsiao, University of New Mexico
A Bayesian Approach to Factor Scores - Roy Levy, Arizona State University