| Literature DB >> 30656208 |
Venkatesan Chakrapani1,2, P V M Lakshmi1, Alexander C Tsai3, Pandara Purayil Vijin1, Pradeep Kumar4, Venkatesh Srinivas4.
Abstract
The theory of syndemics has been used to explain elevated HIV risk facing men who have sex with men (MSM). However, few studies have employed suitable analytical methods to test this theory. Using data from a probability-based sample of MSM in India, we tested three proposed models linking the co-occurring epidemics of violence victimisation, drug use, and frequent alcohol use to HIV risk: 1) the syndemic model of synergistically interacting epidemics; 2) the "chains of risk" model; and 3) the model of mutually causal epidemics. The primary outcome was inconsistent condom use with male or hijra (transgender women) partners in the past month. For the syndemic model, we included product terms between the exposures and assessed for interaction on the additive (linear probability regression) and multiplicative (logistic regression) scales. Path analysis was used to test the models of serially causal epidemics and mutually causal epidemics. Among 22,297 HIV-negative MSM, violence victimisation (24.7%), frequent alcohol use (27.5%), and drug use (10.9%) frequently co-occurred. We found evidence for a three-way interaction between violence victimisation, drug use and frequent alcohol use on both the multiplicative (semi-elasticity = 0.28; 95% CI 0.10, 0.47) and additive (b = 0.14; 95% CI 0.01, .27) scales. We also estimated statistically significant two-way interactions between violence victimisation and frequent alcohol use on the multiplicative (semi-elasticity = .10; 95% CI 0.008, 0.20) and additive (b = 0.05, 95% CI 0.002, 0.107) scales, and between drug use and frequent alcohol use on the multiplicative (semi-elasticity = 0.13, 95% CI 0.02, 0.24) and additive (b = 0.06, 95% CI 0.007, 0.129) scales. Thus, we found strong evidence for the syndemic model. The models of serially causal and mutually causal epidemics were partially supported. These findings highlight the need to sharpen how syndemic models are specified so that their empirical predictions can be adequately tested and distinguished from other theories of disease distribution.Entities:
Keywords: Alcohol use; Condom use; Drug use; HIV; India; Interactions; Men who have sex with men; Syndemic; Syndemics; Violence victimisation
Year: 2019 PMID: 30656208 PMCID: PMC6329829 DOI: 10.1016/j.ssmph.2018.100348
Source DB: PubMed Journal: SSM Popul Health ISSN: 2352-8273
Models of co-occurring epidemics.
| Mutually causal epidemics | “AIDS, drug use, and violence are conceived not as distinct ‘things in the world’ but as phenomena in tandem, the essence of each being significantly shaped by the presence, nature and influence of the others.” ( | Path analysis | In a setting of 3 mutually causal epidemic exposures, a single component intervention designed to eliminate a single exposure will not reduce health risk because of the mutually reinforcing effects of other exposures |
| Synergistically interacting epidemics | “…the term syndemic refers to two or more epidemics (i.e., notable increases in the rate of specific diseases in a population), interacting synergistically and contributing, as a result of their interaction, to excess burden of disease in a population” ( | Product terms | A single component intervention designed to eliminate a single exposure will reduce health risk to a greater degree than would be expected if no interactions were present |
| Serially causal epidemics | “…accumulation of these stressors leads to development of psychosocial health problems which in turn snowball to increase the likelihood of HIV risk-taking behaviors, such as condomless anal sex” ( | Mediation analysis | Interventions targeting exposures earlier in the life course will reduce health risk by preventing subsequent cascades of psychosocial problems (See also |
Fig. 1Co-occurrence of violence victimisation, drug use, and frequent alcohol use (N = 22,297 MSM).
Fig. 2Testing the model of serially causal epidemics using mediation analysis [Standardised estimates (95% CI)].
Fig. 3Testing the model of mutually causal epidemics using path analysis [Estimates (95% CI)].
Sociodemographic and other characteristics of the participants (N = 22,297).
| Age (in years) | 26 (22–31) |
| Number of years of education | 10 (8–12) |
| HIV knowledge score | 5 (4–5) |
| HIV programme exposure score | 4 (2–7) |
| Resilience/agency score | 2 (0–3) |
| Currently single | 15,024 (67.4) |
| Currently married | 7103 (31.9) |
| 9962 (44.7) | |
| 6886 (30.9) | |
| 5419 (24.3) | |
| Yes | 8338 (37.4) |
| No | 13953 (62.6) |
| Low | 12582 (56.4) |
| High | 8760 (39.3) |
| Yes | 2563 (11.1) |
% may not add to 100 due to missing values.
Adverse psychosocial exposures – frequent alcohol use, drug use and violence victimisation, and their combinations among HIV-negative MSM (N = 22,297).
| Violence victimisation (V) | 5510 (24.7) |
| Drug use (D) | 2441 (10.9) |
| Frequent alcohol use (A) | 6137 (27.5) |
| No syndemic conditions | 11901 (53.3) |
| V alone | 3052 (13.7) |
| D alone | 598 (2.7) |
| A alone | 3687 (16.5) |
| V and D | 604 (2.7) |
| V and A | 1210 (5.4) |
| D and A | 595 (2.7) |
| V and D and A | 644 (2.9) |
% may not add to 100 due to missing values
Irrespective of the presence of other two psychosocial conditions
Effect of adverse psychosocial exposures on HIV transmission risk behaviour (inconsistent condom use with male and hijra partners): Multiplicative two-/three-way interactions between violence victimisation, drug use, and frequent alcohol use (N = 22,297).
| Estimated semi-elasticity (95% CI), p value | Estimated semi-elasticity (95% CI), p value | Estimated semi-elasticity (95% CI), p value | Estimated semi-elasticity (95% CI), p value | Estimated semi-elasticity (95% CI), p value | |
|---|---|---|---|---|---|
| 0.07 (−0.05, 0.20), p = .26 | 0.05 (−0.07, 0.18), p = .42 | −0.12 (−0.33, 0.09), p = 26 | |||
| 0.10 (0.008, 0.20), p = .03 | 0.08 (−0.01, 0.18), p = .10 | 0.03 (−0.08, 0.15), p = .61 | |||
| 0.13 (0.02, 0.24), p = .01 | 0.11 (−0.004, 0.23), p = .05 | −0.04 (−0.22, 0.14), p = .64 | |||
| 0.28 (0.10, 0.47), p = .003 |
Note. 1) The models were adjusted for covariates such as age, education, marital status, sexual identity, forced sex experience during adolescence, HIV risk perception, HIV knowledge, social support and HIV programme exposure. 2) The estimates of the main effects are not shown. The semi-elasticity here is to be interpreted as the percent relative change in the expected value of the outcome (inconsistent condom use) that is associated with the interaction - i.e., the percent relative change in the outcome that can be attributed to the joint effect of two or more exposures, above and beyond their independent associations with the outcome. For example, a semi-elasticity of .10 is interpreted as a 10 percent relative increase in the expected outcome that is associated with the interaction.
Effect of adverse psychosocial exposures on HIV transmission risk behaviour (inconsistent condom use with male and hijra partners): Additive two-/three-way interactions between violence victimisation, drug use, and frequent alcohol use (N = 22,297).
| 0.02 (−0.03, 0.09), p = .42 | 0.01 (−0.05, 0.07), p = .67 | −0.05 (−0.14, 0.03), p = .21 | |||
| 0.05 (0.002, 0.107), p = .04 | 0.04 (−0.01, 0.09), p = .11 | 0.01 (−0.04, 0.08), p = .56 | |||
| 0.06 (0.007, 0.129), p = .02 | 0.05 (−.008, 0.11), p = .08 | −0.01 (−0.10, 0.07), p = .69 | |||
| 0.14 (0.01, 0.27), p = .03 |
Note. 1) The models were adjusted for covariates such as age, education, marital status, sexual identity, forced sex experience during adolescence, HIV risk perception, HIV knowledge, social support and HIV programme exposure. 2) The estimates of the main effects are not shown, and ‘b’ represents the estimated regression coefficient on the product term (use to assess additive interaction).
Sensitivity analyses of the syndemic model: Multiplicative interactions between violence victimisation, drug use, and frequent alcohol use in predicting inconsistent condom use with male and hijra partners (N = 22,297), based on alternative categorisation of alcohol use or with exposures specified as continuous variables (multivariable logistic regression).
| 1.46 (1.20, 1.78), p <.001 | 0.43 (.84) | 1.21 (1.11, 1.33), p <0.001 | ||
| 1.74 (1.22, 2.48), p = .002 | 0.16 (.55) | 1.13 (0.93, 1.36), p = .20 | ||
| (0–3) | ||||
| 1.07 (.94, 1.22), p = .28 | 1.56 (2.02) | .98 (0.95, 1.01), p = .27 | ||
| (0– 7) | ||||
| .63 (.35, 1.13), p = .12 | .94 (0.83, 1.05), p = .30 | |||
| 1.00 (.77, 1.30), p = .96 | 1.00 (0.52, .98), p = .52 | |||
| .71 (.47, 1.09), p = .12 | 1.00 (0.81, .95), p = .24 | |||
| 2.23 (1.13, 4.40), p = .02 | 1.03 (1.00, 1.07), p = .03 | |||
Based on the scoring system: 0 = No experience of violence; 1 = experience of physical violence alone; 2 = experience of sexual violence alone; 3 = experience of physical and sexual violence
Based on the scoring system: 0 = No drug use; 1 = Non-injection drug use alone; 2 = Injection drug use alone; 3 = Both non-injection and injection drug use
Alcohol consumption in number of days/week
When a quadratic term for alcohol use was added to this model, the main effect of alcohol became statistically significant (aOR = 1.10; 95% CI, 1.02–1.18) in addition to its significant quadratic term (aOR = .97; 95% CI, .96 to .99).