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The predictive effect of family genetic risk scores as an indirect measure of causal effects of one disorder on another

Published online by Cambridge University Press:  05 February 2024

Kenneth S. Kendler*
Affiliation:
Virginia Institute for Psychiatric and Behavioral Genetics, Virginia Commonwealth University, Richmond, VA, USA Department of Psychiatry, Virginia Commonwealth University, Richmond, VA, USA
Henrik Ohlsson
Affiliation:
Center for Primary Health Care Research, Department of Clinical Sciences, Malmö, Lund University, Malmö, Sweden
Jan Sundquist
Affiliation:
Center for Primary Health Care Research, Department of Clinical Sciences, Malmö, Lund University, Malmö, Sweden University Clinic Primary Care Skåne, Region Skåne, Sweden
Kristina Sundquist
Affiliation:
Center for Primary Health Care Research, Department of Clinical Sciences, Malmö, Lund University, Malmö, Sweden University Clinic Primary Care Skåne, Region Skåne, Sweden
*
Corresponding author: Kenneth S. Kendler; Email: kenneth.kendler@vcuhealth.org
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Abstract

Background

One potential cause of comorbidity is the direct causal effect of one disorder – A – on risk for subsequent onset of disorder B. Could genetic risk scores be utilized to test for such an effect? If disorder A causally impacts on risk for disorder B, then genetic risk for disorder A should be lower in cases of disorder A with v. without a prior onset of B.

Methods

In all individuals (n = 905 736) born in Sweden from 1980 to 1990, from six psychiatric and drug use disorders (major depression, anxiety disorders, alcohol use disorder, drug use disorder, bipolar disorder, and schizophrenia), we formed 14 pairs of disorders A and B. In these pairs, we compared, using Cox proportional hazards models, the predictive effect of the familial-genetic risk score (FGRS) for disorder B in those who had v. had not had a prior onset of disorder A.

Results

In all pairs, the impact of the FGRS for disorder B was significantly stronger in cases without v. with a prior history of disorder A. These effects were similar across sex, stable across levels of FGRS and not likely due to clinician bias. In many of our disorder pairs, previous clinical studies suggest a mechanism for a causal effect of disorder A on B.

Conclusions

Our findings provide indirect evidence that the occurrence of one psychiatric or substance use disorder often has a causal effect on risk for subsequent disorders. This mechanism may substantially contribute to the widespread comorbidity among psychiatric conditions.

Information

Type
Original Article
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited.
Copyright
Copyright © The Author(s), 2024. Published by Cambridge University Press
Figure 0

Figure 1. The conceptual design of this study –we assume two disorders, A and B. We examine cases of disorder B who have not had a prior episode of disorder A (top panel) and cases of disorder B who have had a prior episode of disorder A. The impact of the genetic liability for disorder B on risk for disorder B in the absence of a prior episode of disorder A (top panel) is quantified by the path coefficient X. The impact of the genetic liability for disorder B of risk for disorder B in the presence of a prior episode of disorder A (bottom panel) is quantified by the path coefficient Y. In the bottom panel, the magnitude of the causal effect of disorder A on risk for disorder B is quantified by coefficient Z. We predict that the stronger the impact of disorder A risk on disorder B (that is, the higher will be the value of Z), the greater the difference will be between our coefficient X and our coefficient Y. This is because the stronger the effect of disorder A on risk for disorder B is, the impact of the genetic liability for disorder B on risk for disorder B will be weaker.

Figure 1

Table 1. Descriptive statistics of our sample of individuals born 1980 to 1990 in Sweden to Swedish-born parents (N = 905 736)

Figure 2

Table 2. Descriptive results of relevant pairing of disorders for analysis

Figure 3

Figure 2. (a) The magnitude of interactions term (± 95% CIs) which reflects the differences in the genetic risk for disorder B – depicted at the bottom of the pairs of columns – in the absence of v. in the presence of a prior diagnosis of disorder A. The specific disorder A being considered is listed right below the two matched columns. For example, in the first two bars at the left edge of the figure, the left column shows the hazard ratio for FGRSAUD on AUD among individuals without a prior DUD registration (‘No DUD’) and the right column shows the hazard ratio for FGRSAUD on AUD among individuals with a prior DUD registration(“DUD). The non-overlapping nature of the CIs seen for all pairs of columns, except the pair on the far right – SZ with or without a prior history of AUD – indicates that the hazard ratios are significantly different for the two analyses. (b) The magnitude, calculated separately in males and females, of the interaction term (± 95% CIs) which reflects the differences in the genetic risk for disorder B – depicted at the bottom of the pairs of columns – in the absence of versus in the presence of a prior diagnosis of disorder A, listed right below the two matched columns. In all sets of four columns, results for females are seen in bars 1 and 3 and males in bars 2 and 4.

Figure 4

Figure 3. (a) The magnitude of interactions controlling for the level of FGRS, which reflects the differences in the genetic risk for disorder B – depicted at the bottom of the pairs of columns – in the presence of v. in the absence of a prior diagnosis of disorder A. The identity of disorder A is given right below the two matched columns. This was done by the division of the FGRS into four groups based on K-means clustering. Otherwise, the format of the results is the same as in (a). We tested for the heterogeneity of the interaction terms obtained with these analyses and the original analyses presented in (a). The resulting p value heterogeneity tests ranged from 0.072 to 0.97 for all comparison expect for MD (No AD v. AD) where the p value was 0.0075, all higher than the Bonferroni corrected p value of <0.004. Therefore, we could not reject the hypothesis that the interaction terms were similar across the two models. (b) This figure compares the interactions depicted in the above figures for disorder pairs involving alcohol use disorder (AUD) and drug use disorder (DUD) comparing the results obtained for AUD/DUD from medical registrations (Med) v. from criminal registrations (Cr). We tested the equality of the interaction terms between the two models (bars with the same color/shade in the figure). None were significant even at a nominal p value of <0.05.

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