Dynamical Systems Lasers Synchronization Multistability
What is it about?
A system can be considered as an UDS type I if their equilibrium points correspond to a hyperbolic-saddle-node, i.e., one eigenvalue is negative real (dissipative component) and the other two are complex conjugated with positive real part (unstable and oscillatory component), where the sum of the components must be less than zero
Why is it important?
In recent years, the design and control of systems with multiple scrolls have been a subject of interest for the scientific community, having a great impact in their application, such as secure communication systems, neuronal modeling, and generation of pseudorandom systems
The following have contributed to this page: Rider Jaimes-Reategui, José Luis Echenausía Monroy, and Guillermo Huerta Cuellar