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Propensity Score Analysis With Fallible Covariates

A Note on a Latent Variable Modeling Approach

Bibliographic Data

ID20283180
AuthorsTenko Raykov (0000-0002-8911-5116, Michigan State University, East Lansing, MI, USA, corresponding author)
Year2012
Volume72
Issue5
Pages715-733
Publication date2012-10-01
Peer ReviewedYes
Open AccessYes
TypeARTICLE
VenueEducational and Psychological Measurement (JOURNAL)
Journal identifiersISSN: 0013-1644 • E-ISSN: 1552-3888
PublisherSAGE Publications (PUBLISHER • US)
DOI10.1177/0013164412440999
OpenAlexW2077977962
LanguageEN
Citations received5
References cited15

A latent variable modeling approach that permits estimation of propensity scores in observational studies containing fallible independent variables is outlined, with subsequent examination of treatment effect. When at least one covariate is measured with error, it is indicated that the conventional propensity score need not possess the desirable property of bias adjustment with respect to possible prior group differences. For this setting, a modified propensity score is discussed that is based on true scores on fallible covariates and perfectly measured covariates, if available. This modified score can be recommended to use for average treatment effect evaluation in circumstances where selection into groups occurs on corresponding underlying latent dimensions measured with error. The proposed propensity score procedure is illustrated with an example

Covariate · Econometrics · Latent variable · Observational study · Propensity score matching · Statistics · Advanced Causal Inference Techniques · Mathematics · Statistical Methods and Bayesian Inference · Statistical Methods in Clinical Trials

  • Improving Causal Inference

    Open Access•Kirsten Kainz, Noah Greifer et al.•Journal of the Society for Social…•2017

  • How Do Propensity Score Methods Measure Up in the Presence of Measurement Error? A Monte Carlo Study

    Patricia Rodríguez De Gil, Aarti P Bellara et al.•Multivariate Behavioral Research•2015

  • The Comparison of Latent Variable Propensity Score Models to Traditional Propensity Score Models under Conditions of Covariate Unreliability

    Tiffany A Whittaker•Multivariate Behavioral Research•2020

  • Unreliable Continuous Treatment Indicators in Propensity Score Analysis

    Gail A Fish, Walter L Leite•Multivariate Behavioral Research•2024

  • The EffectLiteR Approach for Analyzing Average and Conditional Effects

    A Mayer, Lisa Dietzfelbinger et al.•Multivariate Behavioral Research•2016

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    Frederic M Lord, Melvin R Novick•Statistical Theories of Mental…•2008

  • Introduction to Psychometric Theory

    Tenko Raykov, George A Marcoulides•Introduction to Psychometric Theory•2011

  • Observational Studies

    Open Access•Paul R Rosenbaum•Observational Studies•2002

  • Beyond SEM

    Open Access•Bengt Muthén, Bengt O Muthén•Behaviormetrika•2002

  • Average causal effects from nonrandomized studies

    Joseph L Schafer, Joseph Kang•Psychological Methods•2008

  • Statistical Analysis of Sets of Congeneric Tests

    Open Access•Karl G Jöreskog•Psychometrika•1971

  • Using Propensity Scores to Help Design Observational Studies

    Open Access•Donald B Rubin•Health Services and Outcomes…•2001

  • For objective causal inference, design trumps analysis

    Donald B Rubin•The Annals of Applied Statistics•2008

  • A Review and Synthesis of the Measurement Invariance Literature

    Open Access•Robert J Vandenberg, Charles E Lance•Organizational Research Methods•2000

  • The central role of the propensity score in observational studies for causal effects

    Paul R Rosenbaum, Donald B Rubin•Biometrika•1983

  • Estimating causal effects of treatments in randomized and nonrandomized studies.

    Donald B Rubin•Journal of Educational Psychology•1974

  • An Extension of the Propensity Score Adjustment Method for the Analysis of Group Differences in MIMIC Models

    D M Kaplan, David Kaplan•Multivariate Behavioral Research•1999

Unique citing works5
Citations per year0.45
Citation span2015 - 2024 (10)
Citation velocityrecent
Highly citedNo
Citation typesNeutral: 5

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