| Literature DB >> 17523983 |
Tom Fowler1, Katherine Shelton, Kate Lifford, Frances Rice, Andrew McBride, Ivan Nikolov, Michael C Neale, Gordon Harold, Anita Thapar, Marianne B M van den Bree.
Abstract
AIMS: Genetically influenced aspects of adolescent behaviour can play a role in alcohol use and peer affiliation. We explored the correlations between friends' alcohol use and adolescent own use with a genetically sensitive design.Entities:
Mesh:
Year: 2007 PMID: 17523983 PMCID: PMC1974773 DOI: 10.1111/j.1360-0443.2007.01824.x
Source DB: PubMed Journal: Addiction ISSN: 0965-2140 Impact factor: 6.526
Figure 1Correlated factors model. Additive genetic, common environment and unique environment variance contributions to friends' alcohol use and adolescent alcohol use are indicated by A1, C1, E1 and A2, C2, E2, respectively. rG, rC and rE represent the correlations between genetic, common environment and unique environment contributions to peer alcohol use and adolescent alcohol use. For clarity of presentation, the figure depicts one member of a twin pair
Model fit statistics for univariate genetic analysis.
| Goodness-of-fit statistics | ||||||
|---|---|---|---|---|---|---|
| −2LL | d.f. | AIC | Δ −2LL | Δd.f. | ΔAIC | |
| Quantity of alcohol use | ||||||
| 1. Saturated model | 2263.127 | 1576 | −888.873 | |||
| 2. ACE No sex effects model | 11.283 | 6 | 23.283 | |||
| 3. ACE Common effects model | 2247.839 | 1577 | −906.161 | 4.005 | 5 | 5.995 |
| 4. ACE general effects model, | 2242.666 | 1576 | −909.334 | 9.178 | 6 | 2.822 |
| 5. ACE general effects model, | 2247.439 | 1576 | −904.561 | 4.405 | 6 | 7.595 |
| Problem alcohol use | ||||||
| 1. Saturated model | 2548.009 | 1606 | −663.991 | |||
| 2. ACE no sex effects model | 6.779 | 6 | 5.221 | |||
| 3. ACE common effects model | 2553.741 | 1607 | −660.259 | 1.047 | 5 | 8.953 |
| 4. ACE general effects model, | 2551.809 | 1606 | −660.191 | 2.979 | 6 | 9.021 |
| 5. ACE general effects model, | 2553.737 | 1606 | −658.263 | 1.051 | 6 | 10.949 |
| Friends' alcohol use | ||||||
| 1. Saturated model | 3779.201 | 1603 | 573.201 | |||
| 2. ACE no sex effects model | 5.378 | 9 | 12.622 | |||
| 3. ACE common effects model | 3777.080 | 1607 | 563.080 | 7.499 | 5 | 2.501 |
| 4. ACE general effects model, | 3777.080 | 1606 | 565.080 | 7.499 | 6 | 4.501 |
| 5. ACE general effects model, | 3776.375 | 1606 | 564.375 | 8.204 | 6 | 3.796 |
−2LL: minus twice the log likelihood; d.f.: degrees of freedom. The best-fitting model is shown in bold type. The ACE (additive genetic, common enviroment and unique enviroment effects) no sex effects model assumes no gender differences in the genetic and environmental estimate. This model (model 2) was compared to a saturated model (model 1) which estimates a covariance for each zygosity and the means and variances for each person-category. Models 3–5 were compared to the no sex effects model. These models assess sex differences in aetiology. The common effects model refers to a model assuming quantitative sex differences in the genetic and environmental estimates. The general effects model, rg free, refers to a model assuming qualitative sex differences in the genetic estimate while the general effects model, rc free, refers to a model assuming qualitative sex differences in common environment. AIC: Aikake's information criterion.
Bivariate genetic analysis.
| Model 1: Friends' alcohol use with quantity of alcohol use | |||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Friends' alcohol use | Quantity of alcohol use | Correlations | Model fit statistics | ||||||||||
| a2 | c2 | e2 | a2 | c2 | e2 | rg | rc | re | −2LL | d.f. | AIC | Δχ2from saturated model | Δd.f. from saturated model |
| 0.27 | 0.37 | 0.35 | 0.61 | 0.20 | 0.19 | 0.70 | 0.91 | 0.15 | 5770.204 | 3193 | −615.796 | 15.871 | 20 |
| (0.05–0.51) | (0.18–0.55) | (0.27–0.45) | (0.34–0.81) | (0.03–0.41) | (0.13–0.29) | (0.36–1.00) | (0.39–1.00) | (−0.08–0.36) | |||||
Full models with 95% confidence intervals are presented.
P < 0.05, a2, c2, e2 are the genetic, common environment and unique environment estimates. rg, rc and re are the correlations between the genetic, common environment and unique environment factors influencing the phenotypes. −2LL = minus twice the log likelihood, d.f. = degrees of freedom. AIC: Aikake's information criterion.