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On the other hand, some examples of dynamical systems generated by piecewise constant arguments have been studied in [27 30].
On the other hand, some examples of dynamical systems generated by piecewise constant arguments were studied in [20 24].
We obtain on our way a complete characterization of topological rigidity and uniform rigidity sequences for linear dynamical systems, and we construct in this framework examples of dynamical systems which are both weakly mixing in the measure-theoretic sense and uniformly rigid.
In this paper, we will propose some examples of dynamical flows used in image contrasting and contouring.
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Hyperbolic toral automorphisms provide important examples of chaotic dynamical systems.
This chapter simulates in detail these events as examples of highly dynamical phenomena.
The new approach is illustrated by examples of complex dynamical systems: chaos control and synchronization.
Some examples of fluid dynamical and solid mechanical modelling were given in this article.
A simple example of a dynamical system would be the equations describing the motion of a pendulum.
Another example of complex dynamical systems is complex-valued neural networks.
An example of a dynamical system with a boundary condition would be the equation modeling the flight of a rubber ball fired at a wall by a small cannon.
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