| Literature DB >> 36130942 |
Kira F Ahrens1, Rebecca J Neumann2, Nina M von Werthern2, Thorsten M Kranz2, Bianca Kollmann3,4, Björn Mattes5, Lara M C Puhlmann4, Danuta Weichert3, Beat Lutz4,6, Ulrike Basten7,8, Christian J Fiebach7,8, Michèle Wessa4,9, Raffael Kalisch4,10, Klaus Lieb3,4, Andreas G Chiocchetti11, Oliver Tüscher3,4, Andreas Reif2, Michael M Plichta2.
Abstract
The COVID-19 pandemic is a global stressor with inter-individually differing influences on mental health trajectories. Polygenic Risk Scores (PRSs) for psychiatric phenotypes are associated with individual mental health predispositions. Elevated hair cortisol concentrations (HCC) and high PRSs are related to negative mental health outcomes. We analyzed whether PRSs and HCC are related to different mental health trajectories during the first COVID lockdown in Germany. Among 523 participants selected from the longitudinal resilience assessment study (LORA), we previously reported three subgroups (acute dysfunction, delayed dysfunction, resilient) based on weekly mental health (GHQ-28) assessment during COVID lockdown. DNA from blood was collected at the baseline of the original LORA study (n = 364) and used to calculate the PRSs of 12 different psychopathological phenotypes. An explorative bifactor model with Schmid-Leiman transformation was calculated to extract a general genetic factor for psychiatric disorders. Hair samples were collected quarterly prior to the pandemic for determining HCC (n = 192). Bivariate logistic regressions were performed to test the associations of HCC and the PRS factors with the reported trajectories. The bifactor model revealed 1 general factor and 4 sub-factors. Results indicate a significant association between increased values on the general risk factor and the allocation to the acute dysfunction class. The same was found for elevated HCC and the exploratorily tested sub-factor "childhood-onset neurodevelopmental disorders". Genetic risk and long-term cortisol secretion as a potential indicator of stress, indicated by PRSs and HCC, respectively, predicted different mental health trajectories. Results indicate a potential for future studies on risk prediction.Entities:
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Year: 2022 PMID: 36130942 PMCID: PMC9490720 DOI: 10.1038/s41398-022-02165-9
Source DB: PubMed Journal: Transl Psychiatry ISSN: 2158-3188 Impact factor: 7.989
Fig. 1Mental health trajectories and study design.
A Mental dysfunction of different mental health trajectories over time. Red area represents “soft” lockdown in Germany, with comparatively mild measures to restrict social contact. Calculation of latent class membership was based on their most likely latent class membership on the pre lockdown mental dysfunction value and the mental dysfunction values during the first 8 weeks of lockdown: “acute dysfunction” class = 9.0% (n = 47), “resilient” class = 82.6% (n = 432), “delayed dysfunction” class = 8.4% (n = 44) [7]. B Study design – bio samples collected at baseline, T1, and T1 of LORA study. Groups with different mental health trajectories were calculated based on weekly online surveys during the COVID lockdown in Germany.
Demographics of individuals with hair cortisol data N = 192.
| Variable | Delayed Dysfunction | Resilient | Acute Dysfunction | Test statistic | ||
|---|---|---|---|---|---|---|
| N | 28 (14.58%) | 132 (68.75%) | 32 (16.67%) | |||
| Sex | ♀ | 25(13.02%) | 104 (54.17%) | 29 (15.10%) | ||
| ♂ | 3 (1.56%) | 28 (14.58%) | 3 (1.56%) | Fisher’s exact test | 0.2057 | |
| Age | 32.9 (9.25) | 32.6 (9.01) | 28.3 (5.23) | 0.1237 | ||
| Marital status (baseline lockdown) | Nonmarried | 9 (4.69%) | 45 (23.44%) | 8 (4.17%) | ||
| Married | 5 (2.60%) | 30 (15.63%) | 3 (1.56%) | |||
| Permanent relationship | 14 (7.29%) | 55 (28.65%) | 16 (8.33%) | |||
| Separated/divorced | 1 (0.52%) | 1 (0.52%) | ||||
| Other | 1 (0.52%) | 4 (2.08%) | χ(8) = 19.91 | 0.0107 | ||
| Number of persons living in the household | 2 (0.90) | 2.20 (0.93) | 2.14 (0.79) | 0.6022 | ||
| Employment status* | Full time | 12 (6.25%) | 53 (27.60%) | 15 (7.81%) | ||
| part-time | 2 (1.04%) | 25 (13.02%) | 3 (1.56%) | |||
| Self-employed | 3 (1.56%) | |||||
| Parental leave | 1 (0.52%) | |||||
| Unemployed | 1 (0.52%) | |||||
| Full-time study/training | 13 (6.77%) | 45 (23.44%) | 10 (5.21%) | |||
| retired | ||||||
| Other/ no answer | 22 (11.46%) | 3 (1.56%) | χ(12) = 13.11 | 0.3611 | ||
| Life Events T0-T2 pre pandemic | LE | 3.49 (2.49) | 3.68 (1.88) | 33.71 (1.66) | 0.5797 | |
| GHQ last measure pre lockdown | GHQ | 26 (10.30) | 19.1 (8.12) | 26.2 (13.50) | < 0.001 |
Demographics of individuals with PRS data N = 364.
| Variable | Delayed Dysfunction | Resilient | Acute Dysfunction | Test statistic | ||
|---|---|---|---|---|---|---|
| N | 34 (9.34%) | 298 (81.87%) | 32 (8.79%) | |||
| Sex | ♀ | 23 (6.32%) | 192 (52.75%) | 29 (7.97%) | ||
| ♂ | 11 (3.02%) | 106 (29.12%) | 3 (0.82%) | Fisher’s exact test | 0.0068 | |
| Age | 32.8 (8.24) | 32.6 (8.44) | 27.4 (4.73) | 0.0041 | ||
| Marital status (baseline lockdown) | Nonmarried | 11 (3.02%) | 86 (23.63%) | 8 (2.20%) | ||
| Married | 8 (2.20%) | 81 (22.25%) | 2 (0.55%) | |||
| Permanent relationship | 15 (4.12%) | 117 (32.14%) | 18 (4.95%) | |||
| Separated/divorced | 3 (0.82%) | 1 (0.27%) | ||||
| Other | 11 (3.02%) | 3 (0.82%) | χ(8) = 12.97 | 0.1130 | ||
| Number of persons living in the same household | 1.88 (0.77) | 2.21 (0.85) | 2.17 (0.89) | 0.1043 | ||
| Employment status | Full time | 16 (4.40%) | 126 (34.62%) | 11 (3.02%) | ||
| part-time | 3 (0.82%) | 48 (13.19%) | 4 (1.10%) | |||
| Self-employed | 10 (2.75%) | |||||
| Parental leave | 5 (1.37%) | |||||
| Unemployed | 1 (0.27%) | 2 (0.55%) | ||||
| Full-time study/ training | 14 (3.85%) | 85 (23.35%) | 14 (3.85%) | |||
| retired | ||||||
| Other/ no answer | 22 (6.04%) | 3 (0.82%) | χ(12) = 13.55 | 0.3307 | ||
| Life Events T0-T2 pre pandemic | LE | 3.25 (2.42) | 3.63 (2.00) | 4.12 (1.87) | 0.1054 | |
| GHQ last measure pre lockdown | GHQ | 24 (11.20) | 19.2 (8.81) | 25.1 (11.90) | <0.001 |
Fig. 2Bifactor model omega with Schmid-Leiman transformation of the 12 genetic risk factors.
Factor 1: “INT” = internalizing disorders; factor 2: “PSY” = psychotic disorders; factor 3: “ND” = neurodevelopmental disorders; factor 4: “DYS” = dysfunctional coping disorders; “g”: general pleiotropic pPRS factor. Dotted arrows = loadings < 0.20; black arrows = positive loadings; red arrow = negative loading.
Multiple bivariate logistic regressions: Main effects of genetic risk and long-term cortisol secretion.
| Variable | Delayed Dysfunction vs. Resilient | Acute Dysfunction vs. Resilient | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| Estimate | odds | Estimate | odds | |||||||
| HCC | 0.34 | −0.13;0.84 | 0.161 | 1.41 | 0.16 | |||||
| g-factor | 0.11 | −0.26;0.49 | 0.549 | 1.12 | 0.05 | |||||
| INT-factor | −0.16 | −0.53;0.20 | 0.383 | 0.85 | 0.05 | 0.18 | −0.21;0.57 | 0.361 | 1.19 | 0.18 |
| PSY-factor | 0.16 | −0.20;0.52 | 0.394 | 1.17 | 0.05 | 0.00 | −0.38;0,38 | 0.994 | 1.00 | 0.18 |
| ND-factor | 0.25 | −0.12;0.61 | 0.185 | 1.28 | 0.06 | |||||
| DYS-factor | 0.10 | −0.26;0.46 | 0.574 | 1.11 | 0.05 | 0.30 | −0.06;0.66 | 0.099 | 1.35 | 0.19 |
The main effects of bivariate logistic regressions are shown. Bivariate logistic regressions regarding the main effect of hair cortisol were calculated in a sample of n = 192 participants. Bivariate logistic regressions regarding the main effects of genetic risk factors were calculated in a sample of n = 364 participants. All bivariate logistic regressions were controlled for age, sex, and pre-lockdown mental health status. R² = Nagelkerke pseudo R². The hair cortisol analysis also took into account the time interval between the hair sample collection and the pandemic. HCC hair cortisol concentration, INT internalizing disorders, PSY psychotic disorders, ND neurodevelopmental disorders, DYS dysfunctional coping disorders; g general pleiotropic pPRS factor. Bold indicates bivariate logistic regression is significant.
Fig. 3Class comparisons regarding significant environmental and genetic factors.
Significance based on bivariate logistic regressions (reference class = “resilient”). Data is z-transformed. Error bars = +/− 1 standard error (SE). “Delayed” = “delayed dysfunction” class; “acute” = “acute dysfunction” class.