In a recent development, the legacy of fractional-order multi-dimensional chaotic systems
has attracted numerous researchers owing to their valuable applications in cryptology …

In this paper, a new fractional-order complex chaotic system (FOCCS) is proposed and
studied. Firstly, the dissipativity and stability are discussed. Secondly, the dynamical …

This paper proposes the stability and Hopf bifurcation for a quaternion-valued neural
network (QVNN) with leakage delay and communication delay. Due to the higher order of …

In this paper, a new multistable chaotic system with memristor and memcapacitor for
fractional-order is constructed. A chaotic oscillator of parallel memcapacitor and memristor is …

This paper constructs a new four-dimensional dissipative chaotic system with coexisting
attractors. The system's dynamic behaviors are analyzed through the numerical simulation of …

This article introduces a new modified two-stage fractional Runge-Kutta method for solving
fractional order dynamical systems. The non-integer order derivative is considered in the …

In this paper, a novel approach involving a fractional recurrent neural network (RNN) is
proposed to achieve the observer-based synchronization of a cancer cell model. According …

Complex biorhythms are characteristic of ubiquitous phenomena appearing in many
disciplines of human knowledge. This Special Issue collects articles devoted to different …

We present a four-dimensional generalized Lorenz system for rotating weakly shear-
thinning fluid layer subjected to heating from below. Various bifurcation patterns enroute to …

In order to explore the phenomenon of coexisting attractors in complex chaotic systems, a
multistable complex chaotic system is designed by using a cosine function and a control …