This paper announces a novel three-dimensional chaotic system with line equilibrium and
discusses its dynamic properties such as Lyapunov exponents, phase portraits, equilibrium …

Based on the special structure of the variable-boostable chaotic system VB19, that includes
a smooth secondary flux-controlled memristor, a three-dimensional memristive chaotic …

A new asymmetric memristor-based chaotic system with only one equilibrium point is
obtained by introducing a smooth quadratic flux control memristor module into the VB2 …

In this paper, the construction of multi-wing chaotic system and predefined time
synchronization are investigated. First, a new 4D chaotic system is constructed, and the …

We utilize Lyapunov exponents to quantitatively assess the hyperchaos and categorize the
limit sets of complex dynamical systems. While there are numerous methods for computing …

A 3D symmetric memristor-based chaotic system (SMCS) is constructed by introducing a
smooth quadratic flux control memristor model into the jerk chaotic system (JCS). The …

In recent years, memristors have received widespread attention due to their inherent
nonlinear characteristics. To this end, a three-dimensional memristor chaotic system based …

The theoretical probing, microcontroller implementation, amplitude controls, chaos control,-
pseudo-random number generation (PRNG), and difference synchronization of autonomous …

Currently, discrete memristors are a focal point in the study of chaotic mappings. Similar to
memristors, memcapacitors—another type of memory circuit component—have not received …

Due to the experimental realization of memristor circuit elements, research on memristors
and memristor-based circuits has surged. Because of their nonvolatile and nonlinear …