Multi-stable chaotic attractors in generalized synchronization
This work considers the existence of multi-stable chaotic attractors in the general synchronization of two unidirectional coupled chaotic systems. It is founded that if the response system is a three or four scrolls chaotic attractor, applying the third state variable of the Rösler system to drive the response system, there will exist three or four stable chaotic attractors in this response system. In addition, which attractor the response system arriving depends on the coupled parameters and initial conditions.
scientific article; zbMATH DE number 5920374