Principles of Topological Psychology
Principles of Topological Psychology 2015 Reprint of 1936 Edition. Not reproduced with Optical Recognition Software. Full facsimile of the original edition. Lewin contends that it provides the basis…
Specifikacia Principles of Topological Psychology
Principles of Topological Psychology
2015 Reprint of 1936 Edition. Not reproduced with Optical Recognition Software. Full facsimile of the original edition.
Lewin contends that it provides the basis for a truly scientific psychology. Topological psychology may be described non-technically as an attempt to comprehend human behavior in terms of the objects which are present, and of the relations among "events" taking place in a given environment ("life-span"). The Lewin's equation, B = f(P, E), is a psychological equation of behavior developed by Kurt Lewin.
It states that behavior is a function of the person in their environment. The equation is the psychologist's most well known formula in social psychology, of which Lewin was a modern pioneer. When first presented in Lewin's book "Principles of Topological Psychology," published in 1936, it contradicted most popular theories in that it gave importance to a person's momentary situation in understanding his or her behavior, rather than relying entirely on the past.
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