Since the early 1990s, a large number of chaos-based communication systems have been
proposed exploiting the properties of chaotic waveforms. The motivation lies in the …

In this paper, we combine decentralized adaptive control with the fractional-order techniques
to investigate the synchronization of fractional-order complex-variable dynamical networks …

In this work, we present another chaotic (or hyperchaotic) complex nonlinear framework.
This chaotic (or hyperchaotic) complex framework can be considered as a speculation of” …

In this paper, an improved secure communication scheme is proposed based on passive
synchronization of hyperchaotic complex nonlinear system. The hyperchaotic complex Lü …

In this paper, a chaotic quaternion autonomous nonlinear structure is introduced and intends
to be a contribution. It is the first nonlinear dynamical system with quaternion variables to be …

Parameter identification is an important issue in nonlinear science and has received
increasing interest in the recent years. In this paper, an oppositional backtracking search …

In this paper, we present a novel type of synchronization called complex modified projective
synchronization (CMPS) and study it to a system of two chaotic complex nonlinear 3 …

This paper introduces a new type of synchronization method of adaptive modified projective
synchronization with complex scaling matrix (ACMPS) for two n n-dimensional complex …

The passivity theory is used to achieve projective synchronization in coupled partially linear
complex‐variable systems with known parameters. By using this theory, the control law is …

In this paper, a dynamic system, the fractional-order hyper-chaotic complex Lü system is
proposed for the first time and its rich dynamics are investigated through numerical …