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Dynamical Systems

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Dynamical Systems
A system of equations where the output of one equation is part of the input for another. A simple version of a dynamical system is linear simultaneous equations. Non-linear simultaneous equations are nonlinear dynamical systems.

Dynamical Systems
A series of equations in which the output of one becomes the input of another. One equation may determine a company's earnings for a particular period. The earnings, then, may be put into another equation to determine the earnings per share. This is a simple example of dynamical systems. It may (and often does) include a long string of equations.


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Moreover, one of the hallmarks of dynamical systems and chaos theory is the concept of sensitivity to initial conditions.
First, he confirms the value of systems theory (and two sub-fields: cybernetics and dynamical systems theory) as a theoretical hermeneutical framework.
In short, complex dynamical systems are self-patterning, self-regulating and commonly surprising.
 
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