PU520: Principles of Epidemiology Unit 4 Epidemiologic Measurements Flashcards
What are important mathematical terms applied to epidemiologic measures which are all types of ratios?
Rate, proportion (includes risk), and percentage.
Ratio as well.
What is defined as the value obtained by dividing one quantity by another?
How is it expressed?
Ratio
Ratios are sometimes expressed as percentages.
Ratio = X/Y
Example l: With respect to AIDS mortality, the sex ratio of deaths (male to female deaths) = X/Y, where: X = 450,451 and Y = 89,895. The sex ratio = 450,451/89,895 = 5 to 1 (approximately).
What is a type of ratio in which the numerator is part of the denominator?
How is it expressed?
Proportion
Proportions may be expressed as percentages.
Proportion is expressed as follows: proportion = A/A+B
Example 1: Proportion of AIDS deaths Suppose that
A = the number of male deaths from AIDS
A = 450,451
B = the number of female deaths from AIDS
B = 89,895
The proportion of deaths that occurred among males = 450,451/(450,451 + 89,895) = 0.83
What is a proportion that has been multiplied by 100?
How is it expressed?
Percentage
(A/A + B) x 100
Example 1: The percentage of male deaths from AIDS was (0.83 × 100) = 83%.
How can proportion (including percentage) be helpful in describing how important a health outcome is?
Because it looks at a health outcome and measures the cases across the population in which they occur.
For example, if 10 dorm residents get mononucleosis, we would want to know how large of a problem these 10 cases represent. If the dorm houses 20 total residents, that is 50% and seems pretty important.
While if the population of the dorm is 500, these cases would represent 2% of the population which paints an entirely different picture.
Clearly, these two scenarios paint a completely different picture of the magnitude of the problem. In this situation, expressing the count as a proportion is indeed helpful. In most situations, it will be informative to have some idea about the size of the denominator. Although the construction of a proportion is straightforward, one of the central concerns of epidemiology is to find and enumerate appropriate denominators to describe and compare groups in a meaningful and useful way.
How does rate (also a type of ratio) differ from a proportion because the denominator involves a measure of time?
Rate
Epidemiologic rates are composed of a numerator (the number of events such as health outcomes), a denominator (a population in which the events occur), and a measure of time. This measure of time is the time period during which events in the numerator occur. The denominator consists of the average population in which the events occurred during this same time period.
What are rates used to measure in epidemiology? (2)
To measure risks associated with exposures and provide information about the speed of development of a disease.
They are also used to make comparisons among populations.
T/F Medical publications may use the terms ratio, proportion, and rate without strict adherence to the mathematical definitions for these terms. Hence, you must be alert regarding how a measure is defined and calculated.
True
What types of information does epidemiologic measures provide? (3)
- the frequency of a disease or condition
- associations between exposures and health outcomes
- strength of the relationship between an exposure and a health outcome
How is the numerator in epidemiologic measures typically defined?
- Case definition (condition) - For epidemiologic measures to be valid, the case of disease or other health phenomenon being studied must be defined carefully and in a manner that can be replicated by others
- Frequency - How many cases are there
- Severity - Some epidemiologic measures employ morbidity as the number and others use mortality
How is the denominator in epidemiologic measures typically defined?
Does the measure make use of the entire population or a subset of the population?
Some measures use the population at risk, defined as those members of the population who are capable of developing a disease, for example, people who are not immune to an infectious disease.
- Existing (all cases) versus new cases.
What is the simplest and most frequently performed quantitative measure in epidemiology?
A count and it refers merely to the number of cases of a disease or other health phenomenon being studied.
The reader with the impression that counts, because they are simple measures, are of little value in epidemiology; this is not true, however. In fact, case reports of patients with particularly unusual presentations or combinations of symptoms often spur epidemiologic investigations. In addition, for some diseases even a single case is sufficient to be of public health importance.
For example, if a case of smallpox (now eradicated) or Ebola virus disease were reported, the size of the denominator would be irrelevant. That is, in these instances a single case, regardless of the size of the population at risk, would stimulate an investigation.
What does the term incidence refer to?
The number of instances of illness commencing, or of persons falling ill, during a given period in a specified population.
More generally, the number of new health-related events in a defined population within a specified period of time.
What are the different ways to express incidence?
Incidence rate, cumulative incidence, incidence density, and attack rate.
How is incidence rate defined and expressed?
The rate at which new events occur in a population.
The new events are usually new cases of disease but can be other health outcomes. The incidence rate is a rate because a time period during which the new cases occur is specified and the population at risk is observed.
The incidence rate denotes a rate formed by dividing the number of new cases that occur during a time period by the average number of individuals in the population at risk during the same time period times a multiplier.