Every day he enjoys practicing the Chaos Theory easily ...
Definition
A dynamical system is called chaotic if the following features
- sensitivity to initial conditions, or changes to the infinitesimal boundary conditions (or, generally, the inputs) are finite variations in output.
- Unpredictability, ie you can not anticipate the evolution of the system on time-consuming compared to the characteristic time allocated from the system boundary conditions.
- L ' evolution of the system is described in the phase space, with innumerable stochastic orbits in the eyes of an outside observer, all that will remain confined within a defined space: the system that is not evolving toward 'infinite for any variable in this case we speak of' attractors 'or even' -deterministic chaos'. ('Trajectories of state'), together with other obvious component
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