Principles of Topological Psychology

E154382

Principles of Topological Psychology is a foundational 1936 work by Kurt Lewin that introduces a mathematical, field-theoretic approach to understanding psychological behavior and experience in terms of topological spaces.

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Principles of Topological Psychology canonical 1

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Predicate Object
instanceOf book
psychology book
academicDiscipline mathematical psychology
psychology
social psychology
aimsTo explain behavior as a function of person and environment
provide a rigorous framework for psychological theory
author Kurt Lewin
centralFormula B = f(P, E)
centralFormulaMeaning behavior is a function of the person and the environment
focusesOn dynamic forces in behavior
relation between person and environment
structure of psychological environment
hasEnglishTranslation yes
hasKeyConcept boundaries in psychological space
forces in the life space
goal regions
paths and barriers in psychological space
quasi-stationary equilibria
regions in life space
valence of regions
historicalSignificance early systematic use of topology in psychology
foundational work in Lewinian field theory
influenced Gestalt psychology
cognitive psychology
environmental psychology
social psychology
influencedBy Gestalt psychology
surface form: Gestalt theory

physics field theory
topology
introducesConcept life space
psychological field
topological space in psychology
vector psychology
mainSubject field theory in psychology
mathematical psychology
topological psychology
methodologicalOrientation formalization of psychological concepts
use of diagrams and maps of psychological space
originalLanguage German
publicationYear 1936
relatedWorkByAuthor Dynamic Theory of Personality
Field Theory in Social Science
theoreticalApproach field-theoretic approach to behavior
topological representation of psychological phenomena

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Kurt Lewin notableWork Principles of Topological Psychology