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. 2011 May 4;6(5):e18712. doi: 10.1371/journal.pone.0018712

Table 10. Regression Output For Models Examining the Association Between the Amygdala and Income.

Region of Interest (Dependent Variable) Independent Variables Unstandardized regression coefficients, Standard Error, Standardized regression coefficients, test statistics
Total Amygdala Maternal Education B = −0.0003, SE = 0.002, β = −.01, t = −0.17 p = .867
Paternal Education B = 0.0013, SE = 0.002, β = .040, t = .679 p = .498
Income B = 0.031, SE = 0.021, β = .088, t = 1.483 p = .139
Left Amygdala Maternal Education B = −0.001, SE = 0.002, β = −.013, t = −0.22 p = .830
Paternal Education B = 0.001, SE = 0.002, β = .030, t = 0.509 p = .611
Income B = 0.034, SE = 0.022, β = .091, t = 1.529 p = .127
Right Amygdala Maternal Education B = −0.0002, SE = 0.002, β = −.007, t = −0.11 p = .91
Paternal Education B = 0.002, SE = 0.002, β = .048, t = 0.805 p = .421
Income B = 0.029, SE = 0.021, β = .080, t = 1.343 p = .180

NB: All regression models included child age (in months), gender of the child (dummy-coded), and whole-brain volume as covariates.