Measurement Issues: The Case of the Confirmatory Bifactor Model

Washington, DC · May 2025

Poster · Methodology

Eric Frenette
Université Laval
Sébastien Béland
Université de Montréal
Nadine Talbot
UQTR
Marie-Hélène Hébert
TELUQ
P.-O. Caron
Université TÉLUQ

Abstract

Numerous scientific papers have been published using confirmatory Bifactor model (Bm). Bm is based on two assumptions (unidimensionality and group factors). This proposal focuses on the verification of these assumptions in 111 scientific papers (six scientific journals; 2010-2024). Results indicate that both assumptions are rarely, if ever, assessed.

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Measurement Issues: The Case of the Confirmatory Bifactor Model

Abstract

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