Introduction to epidemiology Flashcards
What are the three elements involved in a research question?
Determinant, domain, outcome
Describe the formula of the occurrence relation
Outcome = f(Determinant(s) | confounding)
What is the DEPTH model?
What’s wrong with patient?: Diagnostic knowledge
Why is this patient ill?: Etiologic knowledge
What’s will happen if I don’t intervene?: Prognostic knowledge
What will be the effect of an intervention? Therapeutic (prognostic + etiologic) knowledge
What is changed in the present epidemiology compared to the history of epidemiology?
- Strong effects between single determinants and disease occurrence (smoking and lung cancer etc.) are largely established
- More attention to chronic diseases
- Shift towards research into combined causes
What are the frequency of measures?
- Prevalence
- Cumulative incidence
- Incidence density
- Odds
What are the association measures?
- Relative risk
- Relative rate
- Odds ratio
What are the impact measures?
- Attributable risk
- Population attributable risk
What is the definition of prevalence?
Proportion of a population affected by the disease/health status at a given point in time, expressed as a percentage.
How do you calculate the prevalence? Give the formula.
(Number of cases of disease OR health status at a given time ) / (Population (at risk)at that given time) * 100%
With which measure of frequency do you describe the “disease burden”?
Prevalence
What is the definition of cumulative incidence?
Probability (0 to 1) of getting the outcome in a population at risk in a set period of time.
How do you calculate the cumulative incidence? Give the formula.
(Number of new cases of disease OR health status in a set period of time) / (In a population at risk in that set period of time ) * 100%
Why are cumulative risks a crude (naïve) estimation?
It is an underestimation, you don’t take competing risks into account.
True or false? Risks increase with the length of the risk period.
True
True or false? You don’t need to know the length of time over which the risk applies to interpret a risk.
False! The only way to interpret a risk is to know the length of time over which the risk applies.
Give de definition of incidence density.
The number of occasions (between 0 and infinity) of disease onset in the population divided by the time period of observation in new cases per person years of population at risk. Time specification is essential!
How do you calculate the incidence density? Give the formula.
Incidence rate/density = A/Time = (Number of subjects developing a disease) / (Total time experience for the subjects followed) = A/person time = 1/A * person time
Give de definition of incidence
Number of new cases of disease/health status in a set period of time.
What is more easy / intuitively to use? Cumulative incidence or incidence density?
Cumulative incidence
True or false? Over a small period of time CI = ID
True, over small time periods incidence is always low
What is more ideal for long follow-up times? Incidence density or cumulative incidence?
Incidence density, because of competing risks.
What is odds?
(Probability that an event will happen) / (Probability that an event will not happen)
When to use odds ratio’s?
- Sometimes used instead of real risks because statistical models (Logistic regression)
- Exposure odds used in designs in which risks cannot be directly estimated (case control study)
- But, use real risks where you can…..!
How do you make a 2x2 table?
Outcome in horizontal line with yes (outcome) on the left. Determinant on vertical line and yes (interest/determinant) on top.
How do you calculate the risk ratio / relative risk?
using Cumulative Incidence (CI) = (a/(a+b))/(c/(c+d)) (95% CI: xx-xx)
What is the 95% Confidence interval?
The 95% confidence interval (95% CI) show the spread of 95% of all observations. It is more narrow the confidence interval is more precisely.
How to calculate the rate ratio?
Rate Ratio = (a/(person years exposed)) / (c/(person years unexposed))
Risk ratio or rate ratio? In short follow-up, long follow-up, etiological research?
- For short follow-up, easy interpretation of risk ratio
- For long follow-up: risk ratio suffers from limitations of CI estimation
- For etiological research rate ratio is often preferred
What is the risk difference? What is the formulate to calculate it?
Risk difference: additional cases per xx persons compared to healthy/not exposed persons.
= a/(a+b)-c/(c+d) = xx additional cases per xx subjects