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Latent Variable Path Modeling With Partial Least Squares by Jan Bernd Lohmöller

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1ERIC ED626847: Which Method Is More Powerful In Testing The Relationship Of Theoretical Construct? A Meta Comparison Of Structural Equation Modeling And Path Analysis With Weighted-Composites Structural Equation Modeling (SEM) Has Been Deemed As A Proper Method When Variables Contain Measurement Errors. In Contrast, Path Analysis With Composite-scores Is Preferred For Prediction And Diagnosis Of Individuals. While Path Analysis With Composite-scores Has Been Criticized For Yielding Biased Parameter Estimates, Recent Literature Pointed Out That The Population Values Of Parameters In A Latent-variable Model Depend On Artificially Assigned Scales. Consequently, Bias In Parameter Estimates Is Not A Well-grounded Concept For Models Involving Latent Constructs. This Article Compares Path Analysis With Composite-scores Against SEM With Respect To Effect Size And Statistical Power In Testing The Significance Of The Path Coefficients, Via The Z- Or T-statistics. The Data Come From Many Sources With Various Models That Are Substantively Determined. Results Show That SEM Is Not As Powerful As Path Analysis Even With Equally-weighted-composites. But Path Analysis With Bartlett-factor- Scores And The Partial-least-squares Approach To SEM Perform The Best With Respect To Effect Size And Power. [This Paper Will Be Published In "Behavior Research Methods." Discrepancy Between The Title Of The Article And Authored Paper.]

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Structural equation modeling (SEM) has been deemed as a proper method when variables contain measurement errors. In contrast, path analysis with composite-scores is preferred for prediction and diagnosis of individuals. While path analysis with composite-scores has been criticized for yielding biased parameter estimates, recent literature pointed out that the population values of parameters in a latent-variable model depend on artificially assigned scales. Consequently, bias in parameter estimates is not a well-grounded concept for models involving latent constructs. This article compares path analysis with composite-scores against SEM with respect to effect size and statistical power in testing the significance of the path coefficients, via the z- or t-statistics. The data come from many sources with various models that are substantively determined. Results show that SEM is not as powerful as path analysis even with equally-weighted-composites. But path analysis with Bartlett-factor- scores and the partial-least-squares approach to SEM perform the best with respect to effect size and power. [This paper will be published in "Behavior Research Methods." Discrepancy between the title of the article and authored paper.]

“ERIC ED626847: Which Method Is More Powerful In Testing The Relationship Of Theoretical Construct? A Meta Comparison Of Structural Equation Modeling And Path Analysis With Weighted-Composites Structural Equation Modeling (SEM) Has Been Deemed As A Proper Method When Variables Contain Measurement Errors. In Contrast, Path Analysis With Composite-scores Is Preferred For Prediction And Diagnosis Of Individuals. While Path Analysis With Composite-scores Has Been Criticized For Yielding Biased Parameter Estimates, Recent Literature Pointed Out That The Population Values Of Parameters In A Latent-variable Model Depend On Artificially Assigned Scales. Consequently, Bias In Parameter Estimates Is Not A Well-grounded Concept For Models Involving Latent Constructs. This Article Compares Path Analysis With Composite-scores Against SEM With Respect To Effect Size And Statistical Power In Testing The Significance Of The Path Coefficients, Via The Z- Or T-statistics. The Data Come From Many Sources With Various Models That Are Substantively Determined. Results Show That SEM Is Not As Powerful As Path Analysis Even With Equally-weighted-composites. But Path Analysis With Bartlett-factor- Scores And The Partial-least-squares Approach To SEM Perform The Best With Respect To Effect Size And Power. [This Paper Will Be Published In "Behavior Research Methods." Discrepancy Between The Title Of The Article And Authored Paper.]” Metadata:

  • Title: ➤  ERIC ED626847: Which Method Is More Powerful In Testing The Relationship Of Theoretical Construct? A Meta Comparison Of Structural Equation Modeling And Path Analysis With Weighted-Composites Structural Equation Modeling (SEM) Has Been Deemed As A Proper Method When Variables Contain Measurement Errors. In Contrast, Path Analysis With Composite-scores Is Preferred For Prediction And Diagnosis Of Individuals. While Path Analysis With Composite-scores Has Been Criticized For Yielding Biased Parameter Estimates, Recent Literature Pointed Out That The Population Values Of Parameters In A Latent-variable Model Depend On Artificially Assigned Scales. Consequently, Bias In Parameter Estimates Is Not A Well-grounded Concept For Models Involving Latent Constructs. This Article Compares Path Analysis With Composite-scores Against SEM With Respect To Effect Size And Statistical Power In Testing The Significance Of The Path Coefficients, Via The Z- Or T-statistics. The Data Come From Many Sources With Various Models That Are Substantively Determined. Results Show That SEM Is Not As Powerful As Path Analysis Even With Equally-weighted-composites. But Path Analysis With Bartlett-factor- Scores And The Partial-least-squares Approach To SEM Perform The Best With Respect To Effect Size And Power. [This Paper Will Be Published In "Behavior Research Methods." Discrepancy Between The Title Of The Article And Authored Paper.]
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  • Language: English

“ERIC ED626847: Which Method Is More Powerful In Testing The Relationship Of Theoretical Construct? A Meta Comparison Of Structural Equation Modeling And Path Analysis With Weighted-Composites Structural Equation Modeling (SEM) Has Been Deemed As A Proper Method When Variables Contain Measurement Errors. In Contrast, Path Analysis With Composite-scores Is Preferred For Prediction And Diagnosis Of Individuals. While Path Analysis With Composite-scores Has Been Criticized For Yielding Biased Parameter Estimates, Recent Literature Pointed Out That The Population Values Of Parameters In A Latent-variable Model Depend On Artificially Assigned Scales. Consequently, Bias In Parameter Estimates Is Not A Well-grounded Concept For Models Involving Latent Constructs. This Article Compares Path Analysis With Composite-scores Against SEM With Respect To Effect Size And Statistical Power In Testing The Significance Of The Path Coefficients, Via The Z- Or T-statistics. The Data Come From Many Sources With Various Models That Are Substantively Determined. Results Show That SEM Is Not As Powerful As Path Analysis Even With Equally-weighted-composites. But Path Analysis With Bartlett-factor- Scores And The Partial-least-squares Approach To SEM Perform The Best With Respect To Effect Size And Power. [This Paper Will Be Published In "Behavior Research Methods." Discrepancy Between The Title Of The Article And Authored Paper.]” Subjects and Themes:

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