What does RG mean in Mathematics?
This page is about the meanings of the acronym/abbreviation/shorthand RG in the Academic & Science field in general and in the Mathematics terminology in particular.
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What does RG mean?
- Reference group
- A reference group is a group to which an individual or another group is compared. Sociologists call any group that individuals use as a standard for evaluating themselves and their own behavior a reference group. Reference groups are used in order to evaluate and determine the nature of a given individual or other group's characteristics and sociological attributes. It is the group to which the individual relates or aspires to relate himself or herself psychologically. It becomes the individual's frame of reference and source for ordering his or her experiences, perceptions, cognition, and ideas of self. It is important for determining a person's self-identity, attitudes, and social ties. It becomes the basis of reference in making comparisons or contrasts and in evaluating one's appearance and performance. Reference groups provide the benchmarks and contrast needed for comparison and evaluation of group and personal characteristics. Robert K. Merton hypothesized that individuals compare themselves with reference groups of people who occupy the social role to which the individual aspires. Reference groups are groups that people refer to when evaluating their [own] qualities, circumstances, attitudes, values and behaviors.