Short Course: Structural Equation Modeling Using R and SAS

Abstract:

  1. Overview of structural equation modeling
  • Historical background
  • Path analysis and SEM as an extension of regression analysis
  • Path diagram representations
  • Measurement errors in regressors
  • Confirmatory factor models for instrument validations
  • Combining measurement models and structural models for latent variables.

2. Statistical and mathematical backgrounds of structural equation modeling

  • Functional equations and matrix formulations
  • Estimation of parameters: Maximum-likelihood, generalized least squares, and asymptotically distribution-free method
  1. Latent growth-curve modeling
  • Latent growth-curve modeling with a single outcome
  • Latent growth-curve modeling with multiple outcomes
  • Latent growth-curve modeling with covariates
  • Illustrations using the Cancer Surgery data

4. Using SEM to assess direct, indirect, and total effects (if time permits)

  • Definitions of direct, indirect, and total effects
  • Why SEM is useful to study these effects
  • Illustration: How mental abilities are affected remotely by social status