Exam 2: Confounding & Effect Modification Flashcards
Confounding Variable (aka Confounder)
A 3rd variable that distorts an observed relationship (association; RR/OR/HR) between the exposure and the outcome (disease)
To be a confounder, a 3rd variable must be:
Associated (related/correlated) with the exposure and the outcome of interest, yet independent of both. ***
But not directly in the hypothesized causal-pathway between the exposure and the outcome.
Confounding can also be explained by a mixing of effects
an association (between exposure and outcome) is DISTORTED due to them being mixed with another (3rd) factor which is associated with the outcome of interest…. at the same time.
How do you explain confounding as a confusion of effects?
The effect of the exposure is DISTORTED b/c the effect of an extraneous (3rd) factor is mistaken for the effect of the expousre.
T/F, a confounder can only over estimate an association while not effecting direction of an effect?
False: A confounder can OVER or UNDER-estimate an association (RR/OR/HR) and can even change the apparent direction of an effect.
What are the two main impacts of confounders?
- Intensity/Magnitude/Strength
- Produces an estiamte that is more or less extreme than the true association - Direction
- Produces an estimate that moves the true association in a positive or negative direction
- -Towards or away from a null association (RR/OR/HR=1.0)
Step 1 of testing for confounding
Calculate crude outcome measure of association (OR/RR/HR)
- commonly called “unadjusted” association
Step 2 of testing for confounding
Re-calculate outcome measure of association (OR/RR/HR) while mathematically (statistically) controlling for confounder
- removing effects of confounder from association measurement between exposure and outcome of interest
- commonly called “adjusted” association
Step 3 of testing for confounding
Compare the two measures of association (steps 1 &2)
- the point estimate (RR/OR/HR) of the association will be different by >15% if there is confounding present
What is the purpose of controlling for confounders?
To get a more precise (accurate) estimate of the true association between the exposure and the disease/outcome.
What are the two ways to control confounding
- Study design stage
- randomization, restriction, matching - Analysis of data stage
- stratification, multivariable or matched statistical analysis
Controlling for confounding with randomization:
technique hopefully allocates an equal number of subjects with the known (and unknown) confounders into each intervention group
What are the strengths of randomization in controlling confounding?
with sufficient sample size (N), randomization will likely be successful in serving this purpose (making groups “equal”)
What are weaknesses with randomization in controlling confounding?
- Sample size (N) may not be large enough to control for all known and unknown confounders
- randomization process doesn’t guarantee successful, equal allocation between all intervention groups for all known and unknown confounders
- Practical on for interventional studies
What is restriction in controlling for confounding?
study participation is restricted to only subjects who do not fall within pre-specified category(-ies) of confounder.