A mathematical theory of psychological dynamics

  • Authors:
  • Alin Gilbert Sumedrea;Livia Sangeorzan

  • Affiliations:
  • Lucian Blaga University of Sibiu, Department of Psychology, Sibiu, Romania;Transilvania University of Brasov, Department of Applied Informatics, Brasov, Romania

  • Venue:
  • WSEAS Transactions on Mathematics
  • Year:
  • 2009

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Abstract

The psychological dynamics is governed by the "observable-unobservable" systemic ratio. The plausible existence of the dynamics of the psychological laws is justified by the presence of a complex psychophysiological apparatus which changes the informational biofeedback into energy. The psychological insight represented by the (unobservable) psychological soft component obeys the functional models [6] which define the psychological system. The psychological Gordian knot consists in identifying the manner in which the unobservable psychological fact changes into physiology and vice versa. The psychological literature is well represented, especially by the behavior models of the physiological hard component [1], [7], [17], [18]. This paper tries to develop a mathematical theory of psychological insight. The purpose is to create an unifying theory between the functionality of the psychological soft and of the physiological hard - having, from our point of view, the capacity to solve the Gordian knot - based on the results of this paper.