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Algorithms for Measurement Invariance Testing

Algorithms for Measurement Invariance Testing

Algorithms for Measurement Invariance Testing

Contrasts and Connections
Veronica Cole, Wake Forest University, North Carolina
Conor H. Lacey, Wake Forest University, North Carolina
December 2023
Available
Hardback
9781009454179

    Latent variable models are a powerful tool for measuring many of the phenomena in which developmental psychologists are often interested. If these phenomena are not measured equally well among all participants, this would result in biased inferences about how they unfold throughout development. In the absence of such biases, measurement invariance is achieved; if this bias is present, differential item functioning (DIF) would occur. This Element introduces the testing of measurement invariance/DIF through nonlinear factor analysis. After introducing models which are used to study these questions, the Element uses them to formulate different definitions of measurement invariance and DIF. It also focuses on different procedures for locating and quantifying these effects. The Element finally provides recommendations for researchers about how to navigate these options to make valid inferences about measurement in their own data.

    Product details

    December 2023
    Hardback
    9781009454179
    94 pages
    235 × 155 × 10 mm
    0.28kg
    Available

    Table of Contents

    • 1. Algorithms for measurement invariance testing: Contrasts and connections
    • 2. Latent variable models
    • 3. What is measurement invariance? What is DIF?
    • 4. Codifying measurement non-invariance and differential item functioning in different latent variable frameworks
    • 5. Models for measurement non-invariance and differential item functioning
    • 6. Consequences of measurement non-invariance and differential item functioning
    • 7. Detecting measurement non-invariance and differential item functioning
    • 8.Recommendations for best practices
    • 9. References.
    Resources for
    Type
    Supplementary_materials
    Size: 301.14 KB
    Type: application/zip
      Authors
    • Veronica Cole , Wake Forest University, North Carolina
    • Conor H. Lacey , Wake Forest University, North Carolina