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Understanding study designs through examples Manish Chaudhary MPH (BPKIHS)

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Presentation on theme: "Understanding study designs through examples Manish Chaudhary MPH (BPKIHS)"— Presentation transcript:

1 Understanding study designs through examples Manish Chaudhary MPH (BPKIHS) manish264@gmail.com

2 Framework of Cohort Study ExposedDiseaseTotal PresentAbsent Yesaba+b Nocdc+d Totala+cb+da+b+c+d Incidence of disease among exposed( I 1 )=a/(a+b) Incidence of disease among non-exposed( I 0 )=c/(c+d) Relative Risk= {a/(a+b)}/{c/(c+d)} Attributable Risk/Risk Difference= {a/(a+b)-c/(c+d)} Attributable Risk percent= {a/(a+b)-c/(c+d)}/ {a/(a+b)} Population attributable risk= incidence of disease in total population minus incidence of disease among unexposed.

3 The Concept of Relative Risk Both case-control and cohort studies are designed to determine whether there is an association between exposure to a factor and development of a disease. If an association exists, how strong is it? If we carry out a cohort study, we can put the question another way: “What is the ratio of the risk of disease in exposed individuals to the risk of disease in non-exposed individuals?” This ratio is called the relative risk.

4 Relative risk (RR)measures the strength of association 1. If RR=1, the numerator equals the denominator, and the risk in exposed persons equals the risk in non-exposed persons. So, no evidence exists for any increased risk in exposed individuals or for any association of the disease with the exposure in question. 2. If RR > 1, the numerator is greater than the denominator, and the risk in exposed persons is greater than the risk in non-exposed persons. This is evidence of a positive association, and may be causal. 3. If RR < 1, the numerator is less than the denominator, and the risk in exposed persons is less than the risk in non- exposed persons. This is evidence of a negative association, and it may be indicative of a protective effect. Such a finding can be observed in people who are given an effective vaccine (“exposed” to the vaccine).

5 RR=2 means the incidence rate of disease is 2 times higher in the exposed group as compared with unexposed. Similarly there is 100% increase in risk. RR=0.25 means a 75% reduction in the incidence rate in exposed individuals as compared to the unexposed. Absolute effect is calculated as (AR) = I1- I0 Relative effect is calculated as = (I1-I0)/I0 =RR-1 Subtracting 1 from relative risk the measure of absolute effective to the baseline(I0)

6 Attributable Risk (AR) AR is the risk difference in Incidence rates of disease (or death) between exposed groups and non-exposed. It is also called Risk Difference. Often expressed in percentage.

7 Relative VS. Attributable Risk RR important for etiological inquiries. Better index than AR in identifying cause. Larger the RR, stronger the association. AR gives better idea than does RR of the impact of successful preventive or public health programme might have in reducing the problem.

8 POPULATION ATTRIBUTABLE RISK It is the difference between the incidence of disease (or death) in the total population and the incidence of disease (or death) among those who were not exposed to the suspected causal factors.

9 Framework of Case- Control Study ExposedDiseaseTotal PresentAbsent Yesaba+b Nocdc+d Totala+cb+da+b+c+d Odds Ratio: ad/bc

10 Odds Ratio The odds ratio is a way of comparing whether the probability of a certain event is the same for two groups. An odds ratio of 1 implies that the event is equally likely in both groups. An odds ratio greater than one implies that the event is more likely in the first group. An odds ratio less than one implies that the event is less likely in the first group. Shown is the typical 2 by 2 table.

11 The odds ratio (OR) is simply the ratio of the two odds Odds: ratio of probability of an event occurring to that of not occurring In order to calculate odds-ratio, calculate the odds of disease in the exposed to odds of disease to unexposed to the risk factor.

12 Odds of disease in the exposed – Probability of disease among exposed {a/(a+b)} to probability of no disease among exposed {b/(a+b)} – a/b Odds of disease in the no exposure – Probability of disease among unexposed {c/(c+d)} to Probability of no disease among unexposed{d/(c+d)} – c/d Odds Ratio – Ratio of Odds of exposure risk factors – ad/bc

13 Odds ratio is the approximation to risk ratio when incidence of the disease is low(<10%) Risk ratio= {a/(a+b)}/{c/(c+d)} Odds ratio=(a/b)/(c/d) In this situation the odds ratio is equivalent to risk ratio only when b = a+b and c = c+d ExposedDiseaseTotal PresentAbsent Yesaba+b Nocdc+d Totala+cb+da+b+c+d

14 Q1 At the start of the study, 374 laryngeal cancer patients were identified and 381 were taken as comparison group. 331 were found to be smokers in patients and 218 were found smokers in comparison group. Find the appropriate strength of association.

15 Suppose we are trying to study whether eating tasty pork dish in a particular dinner. 40 people assumed dinner party, 20 were Muslims. 16 out of pork eaters had diarrhea after returning from party and 2 out of non pork eater develop diarrhea. Find Risk ratio Attributable risk Attributable risk percentage Population attributable risk Population attributable risk percentage

16 The RRs and ARs of Cardiovascular complications in women taking oral contraceptives CVD risk 100,000 Patients years Ages 30-3940-44 RR 2.8 AR 3.520

17 Risk Assessment, Smokers Vs Non Smokers Cause of Death Death Rate/1000RRAR % SmokersNon-smokers Lung Cancer 0.900.0712.8692.2 CHD 4.874.221.1513.3

18 Examples from the literature Framingham Heart Study initiated in 1948 by US Public Health Services: to study the relationship of a variety of factors to the subsequent development of heart disease Group of persons 30 – 62yrs 6,500 Both sexes 20 years follow up Information: S. cholest.level Bl.pressure, weight Cig. Smoking outcome

19 Children (<12 yrs) 1000 Family smoker 500 children Exposed Family non-smoker 500 children Not exposed 1 year Diseased 300 Not diseased 200 Diseased 120 Not diseased 380 OutcomeStart

20 Rate: Incidence rate Incidence of Resp. Infection among exposed children: 300 500 = 60% Incidence of Resp. Infect. Among non exposed children: 120 500 = 24%

21 Cohort Study (cont.) Relative Risk : Incidence rate among exposed Risk Ratio Incidence rate in non exposed. 60 24 = 2.5 Relative Risk is a direct measure of risk (to assess the etiologic role of a factor in disease occurrence). 300 x 500 500 120

22 Cohort Study (cont.) Relative Risk : Smoking -Lung Cancer mortality: RR=18.57 -Myocardial infarction mortality: RR=1.35 It measures the strength of association

23 Cohort Study (cont.) Attributable Risk : The absolute difference in Incidence rates among groups. “Risk Difference” RD 60 - 24 = 36% The extent to which the incidence of disease can be attributed to the risk factor Smoking -Lung cancer mortality: RD=1.23 -Myocardial infarction mortality RD=1.25

24 Annual Death Rates / 100,000 personsExposure Category Lung Cancer Coronary Heart D. 166 599 7 422 166 / 7 = 23.7 599 / 422 = 1.4 166 – 7 =159 599 – 422 = 177 Heavy smokers Nonsmokers Measures of Excess Risk Relative Risk: Attributable risk: Doll and Hill study : Mortality of British doctors cited from Mausner, 1985

25 The previous table suggests that prevention of coronary heart disease would require alteration of other factors in addition to smoking. The population attributable risk: relates both relative risk and frequency of the factor in the population i.e. a large proportion of the deaths from lung cancer in the total population are due to smoking not only because of the high RR associated with smoking, but also bec large proportion of the pop that smoke.

26 THANK YOU!!!


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