Frequency and Association Flashcards
Attributable risk
= Incidence in exposed - Incidence in unexposed
Percentage of risk attributed to x
= ( AR / Incidence in exposed ) x 100%
Population attributable risk
What percentage of the total risk in a population is due to x?
PAR = Incidence in population - Incidence in unexposed
Condyloma acuminata
Fancy name for anogenital warts. Caused by HPV.
Small, skin-colored or pink growths on the labia, at the opening of the vagina, or around or inside the anus
Note that strains 6 and 11, the wart-producing strains of HPV, do not typically cause cancer. However, patients may be coinfected.
Cumulative incidence
of new events / total # persons at risk over a specified time period. (It is a unitless fraction, but the observation period is described (e.g. “the annual incidence of pancreatic cancer among men 40-50 years old”).
Incidence rate
aka Incidence density
of new events/ sum of total person-time at risk (e.g. 20 cases per 1000 person-years)
person-years
A person-year is one person followed for one year, or one person followed for 3 months together with another followed for 9 months, or 52 people each followed for a week, etc…
Risk ratio (RR)
Risk of disease in exposed group
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Risk of disease in unexposed group
Odds ratio (OR)
Odds of disease in the exposed group
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Odds of disease in the unexposed group
Regression discontinuity design
Utilizes arbitrary administrative cutoff dates to act as faux-randomization. Focuses on the population just proximal to the cutoff date, assuming that as you go farther and farther away the confounds increase. Birth date used to determine school year is a common “forcing variable” in this case, however physical differences between those born at the very end of August and at the very beginning of September can be assumed to be minimal just proximal to the September 1st cutoff.
number needed to treat
The number of additional patients you must treat in order to prevent one additional (operationally defined) bad outcome
OR vs the RR
The OR is always further from 1 compared with the RR, but when the outcome is rare, the RR and the OR are similar.
Which measure of risk would you use when discussing with your patient whether or not she should take NSAIDS?
Attributable risk/Risk difference