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Fundamentals of epidemiology - an evolving text - Are you looking ...

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methodological literature. Validity <strong>of</strong> measurement (I have to confess that this is my own term to<br />

differentiate this type <strong>of</strong> validity) concerns the avoid<strong>an</strong>ce <strong>of</strong> systematic error in measuring or<br />

detecting a factor (e.g. blood pressure, smoking rate, alcoholism, HIV infection). The sociologic <strong>an</strong>d<br />

psychologic literature deals extensively with measurement validity, particularly in relation to data<br />

collected via questionnaires <strong>an</strong>d interviews. Cognitive psychology studies the thinking processes by<br />

which study particip<strong>an</strong>ts decode questionnaire items <strong>an</strong>d retrieve the information from memory<br />

(e.g., Warnecke et al., 1997a; Warnecke et al., 1997b). Psychometrics studies statistical aspects <strong>of</strong><br />

psychological measurement instruments (Nunnally, 1994). These disciplines are especially pertinent<br />

for epidemiologists interested in sophisticated measurement <strong>of</strong> self-report measures.<br />

Direction <strong>of</strong> bias – "which way is up"<br />

Concepts <strong>an</strong>d terminology c<strong>an</strong> also complicate descriptions <strong>of</strong> the direction in which a bias may<br />

distort a measure <strong>of</strong> effect. The sources <strong>of</strong> confusion are: (1) <strong>an</strong> association c<strong>an</strong> be positive (RR ><br />

1.0) or inverse (RR < 1.0, also referred to as "negative"), (2) a source <strong>of</strong> bias c<strong>an</strong> make a measure <strong>of</strong><br />

effect increase in magnitude, decrease in magnitude, move towards 1.0 from either above or below,<br />

<strong>an</strong>d move away from 1.0 in either direction, <strong>an</strong>d (3) it is easy to lose sight <strong>of</strong> whether the<br />

measurement <strong>of</strong> association being referred to is that observed in the study or the "true" one that<br />

exists in the target population. [Try plotting some relative risks on a line as <strong>you</strong> read the next two<br />

paragraphs.]<br />

Describing the direction <strong>of</strong> bias – example:<br />

Suppose that "aggressive" people are more likely to survive <strong>an</strong> acute myocardial infarction (MI) th<strong>an</strong><br />

are nonaggressive people. A case-control study <strong>of</strong> MI that recruits its cases from among (live)<br />

hospitalized MI patients will therefore overrepresent aggressive MI cases, since proportionately<br />

more <strong>of</strong> them will live long enough to enroll in the study. If this is the only source <strong>of</strong> systematic<br />

error, then we expect the observed relative risk (RR) to be greater th<strong>an</strong> the true relative risk for<br />

incidence <strong>of</strong> acute MI (since the true relative risk would include the victims who died before they<br />

could be enrolled in the study). The direction <strong>of</strong> bias is in the positive direction (toward higher<br />

values <strong>of</strong> the RR), regardless <strong>of</strong> whether the true RR is greater th<strong>an</strong> 1.0 (i.e., aggressive people also<br />

more likely to have <strong>an</strong> MI) or less th<strong>an</strong> 1.0 (aggressive people are less likely to have <strong>an</strong> MI).<br />

In contrast, uniform r<strong>an</strong>dom error in the measurement <strong>of</strong> aggressiveness independent <strong>of</strong> other<br />

variables typically moves the observed RR "toward the null" (closer to 1.0 th<strong>an</strong> the true RR). Bias<br />

toward the null c<strong>an</strong> produce a lower observed RR (if the true RR is greater th<strong>an</strong> 1.0) or a higher<br />

observed RR (if the true RR is less th<strong>an</strong> 1.0), but not <strong>an</strong> RR that is farther from the null th<strong>an</strong> the<br />

true RR. On the other h<strong>an</strong>d, the bias from greater survival <strong>of</strong> aggressive MI cases in the above<br />

hypothetical case-control study will be closer to 1.0 only if the true RR is less th<strong>an</strong> 1.0 <strong>an</strong>d farther<br />

from 1.0 only if the true RR is greater th<strong>an</strong> 1.0.<br />

For these reasons we need four terms to characterize the potential effects <strong>of</strong> sources <strong>of</strong> bias:<br />

"Positive bias" – The observed measure <strong>of</strong> effect is a larger number th<strong>an</strong> the true measure <strong>of</strong><br />

effect is (if it could be known);<br />

_____________________________________________________________________________________________<br />

www.epidemiolog.net © Victor J. Schoenbach 2001 10. Sources <strong>of</strong> error - 292<br />

with Joellen Schildkraut <strong>an</strong>d Wayne Rosamond, rev. 5/11/2001, 5/16/2001

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