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In Sociometry, Experimental Method and the Science of Society: An Approach to a New Political Orientation (1951), Moreno describes the depth to which a group needs to go for the method to be "sociometric". The term for him had a qualitative meaning and did not apply unless some group process criteria were met.
Sociometric status is a measurement that reflects the degree to which someone is liked or disliked by their peers as a group. While there are some studies that have looked at sociometric status among adults, the measure is primarily used with children and adolescents to make inferences about peer relations and social competence .
The diamond of opposites is a sociometric scaling method that simultaneously measures positive and negative responses to a statement. Psychodrama / Sociometry : The psychological approach to counseling and exploring issues, both personal and in a wider social context, was founded by J.L. Moreno in the 1920s.
Sociometer theory is a theory of self-esteem from an evolutionary psychological perspective which proposes that self-esteem is a gauge (or sociometer) of interpersonal relationships.
There are two primary types of interpersonal popularity: perceived and sociometric. Perceived popularity is measured by asking people who the most popular or socially important people in their social group [4] are. Sociometric popularity is measured by objectively measuring the number of connections a person has to others in the group. [5]
There is evidence that the methods of J. L. Moreno have held up respectably over time. [16] Subsequent research from the University of Vienna shows the enormous influence that Moreno's theory of the Encounter ( Invitations to an Encounter , 1914) had on the development of Martin Buber 's I-Thou philosophy, and Buber's influence on philosophy ...
Sociometric structures: structures of sympathy, antipathy, and indifference in organizations. This was studied by Jacob L. Moreno . Social rule system theory reduces the structures of (3) to particular rule system arrangements, i.e. the types of basic structures of (1 and 2).
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