Table 8.
Multivariate Linear Regressions Predicting Ranked Unresolved Scale Scores
| Source of variation | Ranked unresolved scale scores
|
|||||
|---|---|---|---|---|---|---|
| UO
|
UL
|
|||||
| β | t | P | β | t | P | |
| Model 1: Control variables | ||||||
| Sex | .19 | 1.67 | .10 | .20 | 1.77 | .08 |
| Current age | .26 | 2.17 | .03 | .33 | 2.66 | .01 |
| Biological parent diagnosis | .07 | 0.66 | .51 | .05 | 0.47 | .64 |
| Age adopted contrasts | ||||||
| 1 to 3 months | .05 | 0.48 | .64 | .06 | 0.57 | .57 |
| 3 to 6 months | −.02 | −0.18 | .86 | −.06 | −0.51 | .61 |
| Greater than 6 months | −.31 | −2.45 | .02 | −.29 | −2.37 | .02 |
| Depression | .13 | 0.84 | .41 | .16 | 1.03 | .31 |
| Interpersonal sensitivity | .19 | 1.21 | .23 | .18 | 1.14 | .26 |
| Model 2: 5-HTTLPR genotype | ||||||
| Sex | .15 | 2.42 | .02 | .14 | 2.18 | .03 |
| Current age | 06 | 0.86 | .39 | .11 | 1.67 | .10 |
| Trauma reported | −.03 | −0.50 | .62 | −.11 | −1.66 | .10 |
| Dummy unresolved presenta | .79 | 12.44 | .001 | .78 | 11.79 | .001 |
| 5-HTTLPR contrasts | ||||||
| Homozygous short | .07 | 1.02 | .31 | .14 | 2.03 | .05 |
| Heterozygous short | .18 | 2.70 | .01 | .26 | 3.71 | .001 |
| Model 3: 5-HTTLPR dominance effect | ||||||
| Sex | .16 | 2.51 | .01 | .14 | 2.28 | .03 |
| Current age | .06 | 0.92 | .36 | .11 | 1.73 | .09 |
| Trauma reported | −.03 | −0.42 | .67 | −.10 | −1.58 | .12 |
| Dummy unresolved presenta | .78 | 12.30 | .001 | .75 | 11.67 | .001 |
| 5-HTTLPR dominancec | .14 | 2.30 | .02 | .22 | 3.47 | .001 |
Note. Biological parent diagnosis includes alcohol problems and/or antisocial behaviors, UO = scale score for unresolved loss or trauma (N = 86): UL = scale score for unresolved loss (N = 84).
Unresolved scale score recoded into dummy variable (scale score of l =0; scale scores > l = 1).
Dummy coding was used to construct the 5-HTTLPR contrasts; two vectors were created: the homozygous short vector (s/s = l, s/l = 0, l/l = 0) and the heterozygous short vector (s/s = 0, s/l = l, l/l = 0).
Dummy coding was used to construct the dominance contrast: s/s or s/l = l and l/l = 0.