Complex dynamical systems, ranging from the climate, ecosystems to financial markets and
engineering applications typically have many coexisting attractors. This property of the …

Multiple attractors can be found in many nonlinear dynamical system with multistability.
Recently, experimental attractors with two stable saddle-foci were reported to find in a non …

Hidden attractors have a basin of attraction which is not connected with unstable
equilibrium. Certain systems with hidden attractor show multistability for a range of …

A multistable system generated by Piecewise Linear (PWL) subsystems based on the jerk
equation is presented. The system's behavior is characterized by means of the Nearest …

Amplitude death (AD) in hidden attractors is attained with a scheme of linear augmentation.
This linear control scheme is capable of stabilizing the system to a fixed point state even …

In this paper, the effects of asymmetry in an electrical synaptic connection between two
neuronal oscillators with a small discrepancy are studied in a 2D Hindmarsh–Rose model …

This paper proposes a modified canonical Chua's circuit using an one-stage op-amp-based
negative impedance converter and an anti-parallel diode pair. Unlike the conventional …

A simplified hyperchaotic canonical Chua's oscillator (referred as SHCCO hereafter) made
of only seven terms and one nonlinear function of type hyperbolic sine is analyzed. The …

Dynamic systems exhibiting chaos with periodic windows and multistability are not
recommended for cryptography due to the lack of security in these regimes. In this work, we …

In this paper, we present a new quasi-periodically forced system which exhibits coexistence
of an infinite number of nested attractors (megastability) along with quasi-periodic and …