Periodic orbits in the hyperchaotic Chen system

Abstract

In this work, we show that a zero--Hopf bifurcation take place in the Hyperchaotic Chen system as parameters vary. Using averaging theory, we prove the existence of two periodic orbits bifurcating from the zero--Hopf equilibria located at the origin of the Hyperchaotic Chen system.

References in corpus (1)

• On the Security of the Yi-Tan-Siew Chaos-Based Cipher