Wave Interactions and Fluid Flows is a coherent, up-to-date and comprehensive account of
theory and experiment on wave-interaction phenomena, both in fluids at rest and in shear …

Our main objective in this work is to investigate complete synchronization (CS) of n-
dimensional chaotic complex systems with uncertain parameters. An adaptive control …

By a suitable variable transformation we show that detuned lasers can be described by
complex Lorenz equations and establish a close analogy between detuned lasers and …

In certain parameter regimes, it is possible to derive third-order sets of ordinary differential
equations that are asymptotically exact descriptions of weakly nonlinear double convection …

Chaos synchronization is a very important nonlinear phenomenon, which has been studied
to date extensively on dynamical systems described by real variables. There also exist …

We present analytical methods which predict the occurrence of both soft (weak) and hard
(strong) turbulence in the complex Ginzburg-Landau (CGL) equation: A t= RA+ (1+ iν) …

We study higher-order rogue wave (RW) solutions of the coupled integrable dispersive AB
system (also called Pedlosky system), which describes the evolution of wave-packets in a …

In this paper, a novel hyperchaotic complex nonlinear system is proposed by introducing a
simple linear feedback controller and a complex constant to the complex simplified Lorenz …

This paper addresses the impact of time delay and unavailability of system states on
synchronization in complex networks. Specifically, it focuses on observer-based …

The aim of this paper is to introduce a new hyperchaotic complex Lorenz system. This
hyperchaotic complex system is constructed by adding a linear controller to the second …