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Visual representation of a strange attractor. [1] Another visualization of the same 3D attractor is this video.Code capable of rendering this is available.. In the mathematical field of dynamical systems, an attractor is a set of states toward which a system tends to evolve, [2] for a wide variety of starting conditions of the system.
Dynamic decision making research uses computer simulations which are laboratory analogues for real-life situations. These computer simulations are also called “microworlds” [4] and are used to examine people's behavior in simulated real world settings where people typically try to control a complex system where later decisions are affected by earlier decisions. [5]
In psychology, temporal motivation theory (TMT) is an integrative motivational theory developed by Piers Steel and Cornelius J. König. The theory emphasizes time as a critical and motivational factor. The argument for a broad, integrative theory stems from the absence of a single theory that can address motivation in its entirety.
Reversal theory is a structural, phenomenological theory of personality, motivation, and emotion in the field of psychology. [1] It focuses on the dynamic qualities of normal human experience to describe how a person regularly reverses between psychological states, reflecting their motivational style, the meaning they attach to a situation at a given time, and the emotions they experience.
The 3H-model of motivation ("3H" stands for the "three components of motivation") was developed by professor Hugo M. Kehr, PhD., at UC Berkeley. [1] The 3C-model is an integrative, empirically validated theory of motivation that can be used for systematic motivation diagnosis and intervention.
As the novel skill develops into a new behavior, it then in turn can be used to help develop future skills. Recurrent activities in the world reinforce this Dynamical systems theory of development and helps explain the constructivist view of the Developmental Systems Theory. Thelen's contribution in this area involves the notion that the nature ...
System dynamics is an aspect of systems theory as a method to understand the dynamic behavior of complex systems. The basis of the method is the recognition that the structure of any system, the many circular, interlocking, sometimes time-delayed relationships among its components, is often just as important in determining its behavior as the ...
Such systems can experience bifurcation (a qualitative change in behavior) as a function of its bifurcation parameters and often exhibit chaos. [2] Dynamical neuroscience describes the non-linear dynamics at many levels of the brain from single neural cells [3] to cognitive processes, sleep states and the behavior of neurons in large-scale ...