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Interventions for Tuberculosis Control and Elimination 2002

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etrospectively, such as in case-control studies. Efficacy (in clinical trials)<br />

<strong>and</strong> effectiveness (in case-control studies) have been ascertained in various<br />

settings. The principle underlying the design of prospective <strong>and</strong> retrospective<br />

studies is summarized in table 10. These trials were supplemented<br />

by community trials <strong>and</strong> contact studies. The variation in estimates of protection<br />

ranged widely, from harm (more cases among the vaccinated than<br />

among controls) to a high level of protection.<br />

The efficacy of BCG vaccination is best ascertained in a prospective<br />

clinical trial, while an estimate of its effectiveness in routine application<br />

might be obtained through retrospective studies, such as case-control, contact,<br />

or case-population studies, although possible confounding effects cannot<br />

be controlled so easily.<br />

Briefly, clinical trials are a prospective ascertainment of cases occurring<br />

among the exposed. Clinical trials thus start with looking at the exposure<br />

(BCG vaccination given or not) <strong>and</strong> then ascertain the outcome (tuberculosis)<br />

in a group of individuals, preferably r<strong>and</strong>omly assigned to exposure<br />

(table 10). 731 These are population-based studies <strong>and</strong> the denominator is<br />

Table 10. Study design of clinical trials <strong>and</strong> case-control studies.<br />

Design of a clinical trial<br />

Outcome<br />

Exposure Characteristic Characteristic Person-time<br />

present absent of observation<br />

Exposure present A – E<br />

Exposure absent C – F<br />

Total A+C – E+F<br />

Incidence rate among the exposed: A / E<br />

Incidence rate among the unexposed: C / F<br />

Relative risk: (A / E) / (C / F).<br />

Design of a case-control study<br />

Exposure Case<br />

Outcome<br />

<strong>Control</strong> Total<br />

Exposure present a b a+b<br />

Exposure absent c d c+d<br />

Total<br />

Odds among the exposed: a / b<br />

Odds among the unexposed: c / d<br />

Relative odds: (a / b) / (c / d).<br />

a+c b+d N=a+b+c+d<br />

105

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