Social Medicine · MU Sofia

9. Measuring disease frequency and comparing occurrence: absolute and relative comparison (risk difference, etiological fraction, population attributable risk, relative risk, odds ratio)

Inside: 2 sections · 3 formulas · 15 flashcards · 3 min

Topic 9 of 50 in the MU Sofia syllabus for Social Medicine (Medicine, Years 2 and 3). The free AceMed note covers it in 2 sections, about 353 words (3 min of reading), with 15 flashcards.

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  1. Measuring disease frequency. Comparing disease occurrence. Absolute and relative comparison (risk different, etiological fraction, population attributable risk, relative risk, odds ratio). (1/2)
  2. Measuring disease frequency. Comparing disease occurrence. Absolute and relative comparison (risk different, etiological fraction, population attributable risk, relative risk, odds ratio). (2/2)

Measuring disease frequency. Comparing disease occurrence. Absolute and relative comparison (risk different, etiological fraction, population attributable risk, relative risk, odds ratio). (1/2)

Measurement in epidemiology

  • The scope of measurements in epidemiology is very broad and unlimited. For example: measurement of morbidity, mortality, disability, natality, etc
  • The epidemiologist usually expresses disease magnitude as a rate, ratio or proportion.

Rate

  • A rate measures the occurrence of some particular event (for example development of disease or occurrence of death) in a population during a given time period
  • Statement of risk of developing a condition
  • Indicates the chance in some events that takes place in a population over period of time
  • An example of a typical rate is the death rate.
  • A rate comprises the following elements – numerator, denominator, time specification and multiplier. The time dimension is usually a calendar year. The rate is expressed per 1000 or some other round figure (10 000, 100 000) selected according to convenience or convention to avoid fractions.

Ratio

  • It expresses a relation in size between two random quantities
  • The nominator is not a component of the denominator
  • The nominator and denominator may involve an interval of time or may be instantaneous in time. Broadly, ratio is the result of dividing one quantity by another.

Example:

Proportion

  • A proportion is a ratio which indicates the relation in magnitude of a part of the whole
  • The numerator is always included in the denominator
  • A proportion is usually expressed as a percentage.

Example:

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