| Literature DB >> 25639257 |
Monika A Waszczuk1, Helena M S Zavos, Elena Antonova, Claire M Haworth, Robert Plomin, Thalia C Eley.
Abstract
BACKGROUND: Mindfulness-based therapies have been shown to be effective in treating depression and reducing cognitive biases. Anxiety sensitivity is one cognitive bias that may play a role in the association between mindfulness and depressive symptoms. It refers to an enhanced sensitivity toward symptoms of anxiety, with a belief that these are harmful. Currently, little is known about the mechanisms underpinning the association between mindfulness, depression, and anxiety sensitivity. The aim of this study was to examine the role of genetic and environmental factors in trait mindfulness, and its genetic and environmental overlap with depressive symptoms and anxiety sensitivity.Entities:
Keywords: anxiety sensitivity; attention; depression; environment; genetics; mindfulness; twins
Mesh:
Year: 2015 PMID: 25639257 PMCID: PMC4413043 DOI: 10.1002/da.22326
Source DB: PubMed Journal: Depress Anxiety ISSN: 1091-4269 Impact factor: 6.505
Descriptive statistics, cross twin correlations, and univariate results
| Descriptive statistics | Cross twin correlations | Univariate influences | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Mean (SD), range | Skew | α | |||||||
| Mindfulness | 2,118 | 8.96 (4.36), 0–23 | −0.06 | .76 | .36 (.29–.42) | .14 (.10–.20) | .32 (.14–.41) | .02 (.00–.15) | .66 (.59–.74) |
| Depression | 9,609 | 3.61 (4.41), 0–26 | 1.95 | .88 | .42 (.39–.45) | .21 (.20–.24) | .29 (.19–.38) | .12 (.05–.20) | .59 (.55–.63) |
| Anxiety sensitivity | 9,608 | 7.95 (5.86), 0–36 | 1.14 | .86 | .46 (.43–.49) | .18 (.16–.20) | .36 (.27–.43) | .05 (.00–.12) | .59 (.56–.63) |
Note: SD, standard deviation; α, internal consistency; MZ, monozygotic; DZ, dizygotic; A, additive genetic parameters; C, shared environmental parameters; E, nonshared environmental parameters.
Descriptive statistics and cross twin correlations are presented on untransformed and unregressed variables for comparison with other published samples. Univariate analyses are presented on transformed variables. 95% Confidence intervals (CIs) are presented in brackets. CIs not including 0 indicate significant estimates. Nonoverlapping CIs mean significant difference between the values. Some of the DZ correlations are less than half MZ correlations, suggesting that A should be interpreted as both additive and dominant genetic effects. Mindfulness was measured only in a subset of twins (a cohort born between January 1994 and August 1994), while depression and anxiety sensitivity was measured in the whole sample, resulting in larger sample sizes. All twins were approximately 16 years old at the time of data collection.
Figure 1(a) Correlated factors solution; (b) Cholesky decomposition (attached separately).A, additive genetic parameters; C, shared environmental parameters; E, non shared environmental parameters; r, genetic correlation; r, shared environmental correlation; r, nonshared environmental correlation; a11–a33, genetic influences; c11–c33, shared environmental influences; e11–e33, nonshared environmental influences.
Multivariate results—phenotypic, genetic, and nonshared environmental correlations, and proportion of phenotypic correlation explained by A and E
| Cross twin cross trait correlations | Phenotypic, genetic and environmental correlations | Proportion of the phenotypic correlation explained by | |||||
|---|---|---|---|---|---|---|---|
| Mindfulness–depression | .20 (.15–.28) | .06 (.01–.11) | .34 (.30–.37) | .52 (.40–.64) | .22 (.15–.29) | .60 (.47–.72) | .40 (.28–.53) |
| Mindfulness–anxiety sensitivity | .19 (.12–.26) | .10 (.05–.15) | .34 (.30–.38) | .53 (.39–.66) | .22 (.15–.30) | .59 (.44–.73) | .41 (.27–.56) |
| Depression–anxiety sensitivity | .31 (.28–.34) | .15 (.13–.17) | .48 (.47–.50) | .67 (.63–.72) | .34 (.31–.37) | .60 (.55–.64) | .40 (.36–.45) |
Note: MZ, monozygotic, DZ, dizygotic, r, phenotypic correlation; r, genetic correlation; r, nonshared environmental correlation; A, additive genetic parameters; E, nonshared environmental parameters.
95% Confidence intervals (CIs) are presented in brackets. CIs not including 0 indicate significant estimates. Nonoverlapping CIs mean significant difference between the values. Some of the DZ correlations are less than half MZ correlations, suggesting that A should be interpreted as both additive and dominant genetic effects. Partial correlations revealed that mindfulness was independently associated with depression (r = .22 (95% CIs: .18–.26)) and anxiety sensitivity (r = .17 (95% CIs: .13–.21)). Furthermore, controlling for mindfulness significantly reduced the correlation between depression and anxiety sensitivity (r = .43 (95% CIs: .41–.45)), suggesting that mindfulness might play a role in the relationship between the anxiety sensitivity and depression. AE models are presented, as C influences were small and not significant (except depression), and were dropped from the model without a significant deterioration of the fit (Table 3). The results of the full ACE model are presented in the appendix (Supporting Information Table A3).
Multivariate model fit statistics
| −2LL | Δ | AIC | Size-adjusted BIC | ||||
|---|---|---|---|---|---|---|---|
| (a) Comparison to saturated model | |||||||
| Saturated model | 54727.96 | 21200 | 12327.96 | 55451.66 | |||
| Correlated factors solution (ACE) | 55298.39 | 21312 | 570.43 | 112 | <.05 | 12674.39 | 55421.69 |
| (b) Comparison to correlated factors solution (ACE) | |||||||
| Correlated factors solution (AE) | 55309.93 | 21318 | 11.54 | 6 | 0.07 | 12673.93 | 55401.06 |
| Correlated factors solution (CE) | 55386.44 | 21318 | 88.05 | 6 | <.05 | 12750.44 | 55477.57 |
| Correlated factors solution ( | 56213.32 | 21324 | 914.93 | 12 | <.05 | 13565.32 | 56272.29 |
Note: −2LL, minus twice the log likelihood; df, degrees of freedom; P, probability; AIC, Akaike's information criterion; BIC, Bayesian's information criterion.
The correlated factors solution did not fit as well as the saturated model. This occurs frequently in studies with very large sample sizes because minimal variance differences between groups can be highly statistically significant. The best fitting model (correlated factors solution, AE) was selected based on the principle of parsimony and lowest AIC and BIC value. A difference in AIC between two models of 2 or less, provides equivalent support for both models (in which case the most parsimonious model should be chosen), a difference of 3 indicates that the lower AIC model has considerably more support, and a difference of more than 10, indicates that the lower AIC model is a substantially better fit compared to the higher AIC model.[42] For completeness, the results of the full ACE model are presented in the appendix (Supporting Information Table A3).