Epidemiology Final

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40 Terms

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Measures of Disease Frequency/Occurence

  1. Prevalence

  2. Risks

  3. Rates

  4. Odds

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Prevalence

proportion of defined population that has health outcome (ex. 11% of people ages 65 and older in the US have alzheimers)

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prevalence formula

number of people with health outcome/number of people in the total study population

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Point Prevalence

prevalence at one period in time (ex. May 1, 2012)

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Period Prevalence

prevalence over a period of time (ex. June, July, August-Summer 2012)

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Prevalence Interpretation Example

Prevalence of smoking among these 500 men with lung cancer is 92.2%

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Incident Cases

new cases of disease (used for risks and rates)

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Risk

Measures number of new cases developing among people in population at risk over specified time period

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Risk Note 1

risk is for entire study population not a single person

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Risk Formula

number of incident cases/total population at risk at start of study period

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Rate

measures the occurrence of new cases in a population

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Rate Note

not a proportion bc denominator isn’t fixed

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Rate Formula

number of incident cases/total person-time

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Person-Time Stops When…

death, leaving study, person develops outcome, unable to follow-up

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Person-time

Sum of time each person remains at risk for health outcome under observation

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Risk Note 2

expressed as a percentage (ranges from 0% to 100%)

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Odds

The ratio of the probability that an event will occur, to the probability that the event won’t occur

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Odd Formula

p/(1-p)

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Odds Example

If the probability of an event is 0.20, then the odds are: 0.20/(1-0.20)

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Study Population

who is in your specific study

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Target Population

who the results of you’re study should be applied to (greater scope)

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Prevalence Count

number of existing cases in risk population during specified time frame

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Incidence Count

number of new cases in risk population during specified time frame

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Incidence…

assumes a closed study population

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Odds Notes

describes both prevalence and incidence

unit-less

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Prevalence Note

prevalence includes old + new cases

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Odds Ratio

The odds of the outcome occurring in the exposed group compared to the odds of it occurring in the unexposed group

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OR=1

No association

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OR>1

Positive association

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OR<1

negative association

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Odds Ratio Formula

(a*d)/(b*c) or (a/c//b/d)

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Odds Ratio Interpretation

Those who were exposed had [OR] times the odds of [outcome] compared to those who were unexposed

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Odds Ratio Note 1

You can’t calculate a risk or rate from case control data as the denominator isn’t representative of the source population (investigator arbitrarily decides cases & controls)

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Odds Ratio Note 2

You can use the odds ratio to estimate the risk ratio and rate ratio

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RR=1

No association

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RR>1

Risk in exposed is greater than in unexposed (possibly casual)

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RR<1

Risk in exposed is lower than in unexposed (possibly protective)

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RD=0

No association (same in both groups)

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RD>0

(+) Risk in exposed is greater than in unexposed (possible casual)

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RD<0

(-) Risk in exposed is lower than in unexposed (possibly protective)