2016
DOI: 10.1098/rsos.160268
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Using network analysis to study behavioural phenotypes: an example using domestic dogs

Abstract: Phenotypic integration describes the complex interrelationships between organismal traits, traditionally focusing on morphology. Recently, research has sought to represent behavioural phenotypes as composed of quasi-independent latent traits. Concurrently, psychologists have opposed latent variable interpretations of human behaviour, proposing instead a network perspective envisaging interrelationships between behaviours as emerging from causal dependencies. Network analysis could also be applied to understand… Show more

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Cited by 6 publications
(10 citation statements)
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“…The null hypothesis model (M1) was strongly rejected (ΔẼBIC = 56.08), as was our initial two factor hypothesis (M2; ΔẼBIC = 42.97). Both the oblique model (M3; ΔẼBIC = 41.84) and the two-factor solution with a residual zero-order correlation (M4; ΔẼBIC = 31.13) received little to no support compared to the EGA+GNM solutions, supporting the claim that partial correlation networks are generally more informative than zero-order correlations (Costantini et al, 2015;Epskamp & Fried, 2016;Goold et al, 2016). The pure FA models were also highly unstable compared to the GNM (M2-M7 admissible sample range:…”
Section: Resultsmentioning
confidence: 96%
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“…The null hypothesis model (M1) was strongly rejected (ΔẼBIC = 56.08), as was our initial two factor hypothesis (M2; ΔẼBIC = 42.97). Both the oblique model (M3; ΔẼBIC = 41.84) and the two-factor solution with a residual zero-order correlation (M4; ΔẼBIC = 31.13) received little to no support compared to the EGA+GNM solutions, supporting the claim that partial correlation networks are generally more informative than zero-order correlations (Costantini et al, 2015;Epskamp & Fried, 2016;Goold et al, 2016). The pure FA models were also highly unstable compared to the GNM (M2-M7 admissible sample range:…”
Section: Resultsmentioning
confidence: 96%
“…Generate and test pairwise partial correlation network models Costantini et al (2015), Goold et al (2016) and Epskamp and Fried (2016) Exploratory graph analysis (EGA)…”
Section: Factor Analysismentioning
confidence: 99%
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