Biased latent variable mean comparisons due to measurement noninvariance. A simulation study

By Alain de Beuckelaer, G. Swinnen. 2018

58 citations recorded by the source corpus.

Subfields: Computer Networks and Communications, Management Science and Operations Research, Social Psychology

View Paper: https://www.semanticscholar.org/paper/34ed7df1f068b25b2fda6a64b5a11e5ab9a28134

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computer Networks and Communications

1. Ekaterina Lytkina
2. O. Siu
3. M. O’driscoll
4. A. Zick
5. Ulla Kinnunen *
6. E. S. Kim
7. P. Brough
8. Eldad Davidov

In Management Science and Operations Research

1. Paul E. Spector
2. Ekaterina Lytkina
3. O. Siu
4. M. O’driscoll
5. Tammy D. Allen
6. A. Zick
7. Ulla Kinnunen *
8. E. S. Kim

In Social Psychology

1. O. Siu
2. M. O’driscoll
3. Ulla Kinnunen *
4. P. Schmidt
5. P. Brough
6. Luo Lu
7. Tammy D. Allen
8. Cary L. Cooper

Citations in the corpus

• Measurement Invariance of the Satisfaction With Life Scale Across 26 Countries (2017, background): “However, applied researchers need to be aware of criticisms of the partial invariance approach (e.g., De Beuckelaer & Swinnen, 2011), and thorough investigation of the consequences of partial invariance is warranted.”
• Cross-Cultural Validation of Fear of Happiness Scale Across 14 National Groups (2014, background): “Many researchers believe that full measurement invariance is scientifically unrealistic, in particular when the number of groups exceeds two, and the groups are from highly diverse national backgrounds (De Beuckelaer & Swinnen, 2011; Horn, 1991; Torsheim et al., 2012).”
• Testing Measurement Invariance for a Second-Order Factor. A Cross-National Test of the Alienation Scale (2018, methodology): “…this suggestion of implementing the idea of partial invariance on second-order factors is rather new, it requires further exploration using simulation studies that do not only focus on first-order factors (e.g., de Beuckelaer & Swinnen, 2011) but also on partial invariance of second-order factors.”