A recent paper by Racette et al [1] reported that “The
estimated prevalence of parkinsonism was higher within a sample of male
Alabama welders vs the general population of male residents of Copiah
County, MS”. The authors mention potential reviewer bias and a proxy for
age stratification as caveats. These and other threats to valid causal
inference, such as multiple testing biases from selection of occupational
codes counted as “welders”, can potentially create significant statistical
associations between welding and Parkinson disease (PD), even if welding
does not cause increased PD risk.
To test whether a study provides evidence that a statistical
association is causal, it is common to refute plausible rival (non-causal)
hypotheses [2], especially confounding and biases. For example, if older
people are both more likely to have PD and to be welders, as shown in the
following causal graph [3]:
PD <-- AGE --> Exposure (1),
this provides an alternative to the causal hypothesis that Exposure
(welding) increases risk of PD:
AGE --> Exposure --> PD. (2)
Modern conditional independence tests [3,4] can help determine
objectively which hypothesis is more consistent with available data by
examining whether Exposure provides information about PD risk after
conditioning on Age (as in (1) but not (2)). Racette et al note that
“When age was included in the regression equation [for PD], only age
remained associated with definite PD. Age was modestly correlated with
exposure. "…with adjustment for age, there was no significant association
between mean exposure hours and diagnosis.” This suggests that PD risk is
conditionally independent of Exposure given Age – consistent with (1) but
not (2). By this criterion, the Alabama data set provides evidence of an
association between Exposure and Risk, but not of a causal relation
between them. Although Racette et al “speculate that welding exposure
either increases the prevalence of PD at all ages or may shift the
distribution of PD to a younger age,” the study data apparently show no
evidence of a causal impact.
The current state of causal analysis now allows conditional
independence tests to be routinely applied to help interpret
epidemiological associations by separating those that might reflect
genuine causation from those fully explained by incompletely controlled
confounders [3,4]. Such tests can assist policy makers and risk
managers, who must rely upon cause-and-effect links rather than
statistical associations to achieve public health benefits.
References
1. Racette BA, Tabbal SD, Jennings D, Good L, Perlmutter JS, Evanoff
B. Prevalence of parkinsonism and relationship to exposure in a large
sample of Alabama welders.
Neurology. 2005 Jan 25;64:230-5.
2. Maclure M.Taxonomic axes of epidemiologic study designs: a
refutationist perspective. J Clin Epidemiol. 1991;44:1045-53.
3. Shipley, B. (2000). Cause and Correlation in Biology. A User’s
Guide to Path Analysis, Structural Equations and Causal Inference.
Cambridge University Press.
http://callisto.si.usherb.ca:8080/bshipley/my%20book.htm
4. Greenland S, Brumback B. An overview of relations among causal
modeling methods. Int J Epidemiol. 2002 Oct;31:1030-7.