This paper is concerned with the robust exponential synchronization problem of a class of
chaotic delayed neural networks with different parametric uncertainties. A novel impulsive …

This research work describes the modelling of two novel 3-D chaotic systems, the first with a
hyperbolic sinusoidal nonlinearity and two quadratic nonlinearities (denoted as system (A)) …

This paper brings attention to the chaotic antisynchronization and synchronization for a
novel class of chaotic systems with different structure and dimensions by using a new sliding …

In this paper, a new four-variable dynamical system is proposed to set chaotic circuit
composed of memristor and Josephson junction, and the dependence of chaotic behaviors …

Autonomous and nonautonomous Chua's circuits are of special significance in the study of
chaotic system modeling, chaos-based science and engineering applications. Since …

This paper explore the dynamics, Field Programmable Gate Array (FPGA) validation of an
autonomous piecewise damping Josephson junction jerk oscillator (APDJJJO) and uses it to …

The paper captures the analytical and numerical investigations of the fractal resistive–
capacitive–inductive shunted Josephson junction (FRCLSJJ) and its microcontroller …

Josephson junction oscillators can generate chaotic signals with a wide frequency spectrum.
An improved scheme of Lyapunov functions is proposed to control chaotic resonators of this …

A Josephson junction (JJ) based on high critical-temperature superconductors described by
a linear resistive–capacitive–inductance shunted junction (LRCLSJ) model with unharmonic …

The dynamical characteristics and its applications to random number generator of a fractal
Josephson junction with unharmonic current-phase relation (FJJUCPR) described by a …