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Survey research is a method of measurement based on the systematic collection of information from a sample of members of a population. This sample is only a fraction of the population of interest. It represents the whole population by the way it is selected. Conclusions about the total population are reached through a process of statistical inference. Samples can be drawn of anything whose properties can be defined and, therefore, can be made of many types of populations, such as persons, products, institutions, organizations, or events. The most familiar surveys are those taken from persons about their opinions using a structured questionnaire. This entry is mostly about survey research of human populations. In the United States and other English-speaking countries, surveys are also called polls. There is no precise distinction between these terms and there are no significant methodological differences between polls and surveys. The term survey is frequently used when speaking of polls done by academic institutions, and polls are surveys reported in the media. The first part of this entry describes the general scientific bases of survey research and offers an overview of the principal aspects involved in the design of surveys. The second part gives an account of the key moments in the evolution of survey research. The third part describes the principal contributions of survey research to the social sciences along with some criticisms.

Scientific Bases of Survey Research

Survey research is based on sampling techniques founded on probability theory. People attribute different meanings to the concept of probability. Most often it is interpreted as the relative frequency of events, such as the number of red or black cards in a deck. Its precise meaning is centered on the concept of a “normal distribution.” The most important characteristic of the normal distribution is that even when the actual values of a variable do not have a normal distribution, the mean of that variable estimated from a large sample can be regarded as having come from a normal distribution of sample means. This is what the central limit theorem states. If researchers draw a large number of independent random samples of any variable, the mean value of the means obtained in each of the random samples will be close to the actual mean of the population. Moreover, they will be able to calculate the standard error of the mean. Hence, researchers can draw samples of populations and infer that the mean of the variables observed will be close to the mean of the population with a known margin of error.

Good, reliable surveys follow basic scientifically founded rules to select the sample of the population to be studied. First, the researcher has to precisely define the population he or she wants to study. The sample of individuals to be interviewed is selected in such a way that every member of the total population has a not necessarily equal, but a known, chance of selection. If all members of the total population have the same chance to be selected, every individual in the sample represents the same number of persons in the population. These are self-weighted samples. If the selected individuals have different chances of being selected, weights are used to estimate the number of persons in the population they represent.

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