What do you call the entire group of participants in which the researchers are interested and to which they would like to generalize the research findings?

The goal of scientific research is to increase our understanding of the world around us. To do this, researchers study different groups of people or populations. These populations can be as small as a few individuals from one workplace or as large as thousands of people representing a cross-section of Canadian society. The results of this research often provide insights into how work and health interact in those groups. But how do we know if a study's results can be applied to another group or population?

To answer this question, we first need to understand the concept of generalizability.

In its simplest form, generalizability can be described as making predictions based on past observations.

In other words, if something has often happened in the past, it will likely occur in the future. In studies, once researchers have collected enough data to support a hypothesis, they can develop a premise to predict the outcome in similar circumstances with a certain degree of accuracy.

Two aspects of generalizability

Generalizing to a population. Sometimes when scientists talk about generalizability, they are applying results from a study sample to the larger population from which the sample was selected. For instance, consider the question, “What percentage of the Canadian population supports the Liberal party?” In this case, it would be important for researchers to survey people who represent the population at large. Therefore they must ensure that the survey respondents include relevant groups from the larger population in the correct proportions. Examples of relevant groups could be based on race, gender or age group.

Generalizing to a theory. More broadly, the concept of generalizability deals with moving from observations to scientific theories or hypotheses. This type of generalization amounts to taking time- and place-specific observations to create a universal hypothesis or theory. For instance, in the 1940s and 1950s, British researchers Richard Doll and Bradford Hill found that 647 out of 649 lung cancer patients in London hospitals were smokers. This led to many more research studies, with increasing sample sizes, with differing groups of people, with differing amounts of smoking and so on. When the results were found to be consistent across person, time and place, the observations were generalized into a theory: “cigarette smoking causes lung cancer.”

Requirements for generalizability

For generalizability we require a study sample that represents some population of interest — but we also need to understand the contexts in which the studies are done and how those might influence the results.

Suppose you read an article about a Swedish study of a new exercise program for male workers with back pain. The study was performed on male workers from fitness centres. Researchers compared two approaches. Half of the participants got a pamphlet on exercise from their therapist, and half were put on an exercise program led by a former Olympic athlete. The study findings showed that workers in the exercise group returned to work more quickly than workers who received the pamphlet.

Assuming the study was well conducted, with a strong design and rigorous reporting, we can trust the results. But to what populations could you generalize these results?

Some factors that need to be considered include: How important is it to have an Olympian delivering the exercise program? Would the exercise program work if delivered by an unknown therapist? Would the program work if delivered by the same Olympian but in a country where he or she is not well-known? Would the results apply to employees of other workplaces that differ from fitness centres? Would women respond the same way to the exercise program?

To increase our confidence in the generalizability of the study, it would have to be repeated with the same exercise program but with different providers in different settings (either worksites or countries) and yield the same results.

Source: At Work, Issue 45, Summer 2006: Institute for Work & Health, Toronto

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Population/Sample

A population consists of all the objects or events of a certain type about which researchers seek knowledge or information. A population might be broad in scope (e.g., adult males living in the United States) or narrow (e.g., blog postings in the first 24 hours after a significant event). Even when a population consists of a relatively small number of objects or events, it is often impractical or impossible to gather data about each member of the population. Instead, researchers select a subset of the population, called a sample, which is a manageable size for observation. From their observations about the sample, researchers make generalizations about the population from which the sample was chosen. The ability of researchers to make generalizations depends on ...

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What is the group of interest to the researcher?

The group of interest required for the research is known as a Sample. The method used to select the participants for the survey is known as Sampling. For instance, a researcher is interested in a group of children of height 5ft to 5ft 6 inches.

What do you call a group of individuals that the researcher is interested to study and usually has common or similar characteristics?

A research population is also known as a well-defined collection of individuals or objects known to have similar characteristics. All individuals or objects within a certain population usually have a common, binding characteristic or trait.

What is the entire group called that you want to study in a research project?

The population is the entire group that you want to draw conclusions about. The sample is the specific group of individuals that you will collect data from.

What does it mean for researchers to generalize their findings?

Generalizability is applied by researchers in an academic setting. It can be defined as the extension of research findings and conclusions from a study conducted on a sample population to the population at large. While the dependability of this extension is not absolute, it is statistically probable.