2019
DOI: 10.1037/abn0000434
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Are fit indices used to test psychopathology structure biased? A simulation study.

Abstract: are acknowledged for their thoughtful feedback during the early stages of this project. Special thanks is also offered to Christian Luhmann for his valuable insight and constructive critiques of this work. Limited previews of this study's hypotheses and results were presented on two occasions. First, preliminary findings were discussed with HiTOP coauthors at the 2017 HiTOP meeting in Denver, Colorado. Second, some preliminary results were discussed in an APS conference presentation led by Roman Kotov. None of… Show more

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Cited by 132 publications
(215 citation statements)
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References 137 publications
(294 reference statements)
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“…First, the problem of statistical equivalence also plays out within the model families listed above, not only across the families. For example, (Greene et al, 2019), establishing the same inferential problems as discussed above. Second, temporal data can help eliminate some equivalent models, since it makes little sense to orient arrows backwards in time, but they do not eliminate the problem of statistical equivalence in principle (Raykov & Marcoulides, 2001).…”
Section: Statistical Equivalence and The Inference Gapmentioning
confidence: 92%
“…First, the problem of statistical equivalence also plays out within the model families listed above, not only across the families. For example, (Greene et al, 2019), establishing the same inferential problems as discussed above. Second, temporal data can help eliminate some equivalent models, since it makes little sense to orient arrows backwards in time, but they do not eliminate the problem of statistical equivalence in principle (Raykov & Marcoulides, 2001).…”
Section: Statistical Equivalence and The Inference Gapmentioning
confidence: 92%
“…The bifactor model's flexibility can also enable it to show superior global fit than alternatives, even when the other models were themselves used to simulate data (33,(38)(39)(40)(41)(42)(43)(44)(45)(46). For example, skewed item distributions and unmodeled cross-loadings or correlated residuals can all lead fit statistics to favor the bifactor model over a correlated-factors model (with no general factor), even if the correlatedfactors model more accurately describes the true structure (46,47). The bifactor model's flexibility can also result in good model-data fit even when used with very noisy data or nonsense response patterns (33,45).…”
Section: Biological Psychiatrymentioning
confidence: 99%
“…Each model fit the data well (Table S10). Because of difficulties in choosing between substantively different models that fit the data well using fit statistics, we evaluated the two structural models in terms of their criterion validity (Bonifay et al, 2017;Greene et al, 2019). Table 1, all factors in both models had acceptable H indices >0.70 (Hancock & Mueller, 2001) and each specific factor in the bifactor models was reliable according to omega statistics.…”
Section: Confirmatory Factor Analyses In the Second Half Of The Samplementioning
confidence: 99%