Memristors are well suited as artificial nerve synapses owing to its unique memory function.
This paper establishes a novel flux-controlled memristor model using hyperbolic function …

Neural networks have been widely and deeply studied in the field of computational
neurodynamics. However, coupled neural networks and their brain-like chaotic dynamics …

The exponential function is one of the basic elementary functions, which plays an
irreplaceable role in mathematics and is also widely used in practical activities such as life …

There are many algorithms based on orthogonal functions that can be applied to real-world
problems. For example, many of them can be reduced to approximate the solution of a …

Chaos-based encryption algorithms uses a pseudorandom number generator (PRNG) to
generate chaotic dynamics to carry out the processes to encrypt different types of …

Pseudorandom number generators (PRNGs) have always been a central research topic in
data science, and chaotic dynamical systems are one of the means to obtain scientifically …

Dynamical systems are used in various applications, and their simulation is related with the
type of mathematical operations used in their construction. The quality of the system is …

The key findings of this study include a detailed examination of the Lorenz system's
observability, revealing that it maintains high observability compared to other chaotic …

Variable-order fractional derivatives can be considered as a natural and analytical extension
of constant fractional-order derivatives. In variable-order derivatives, the order can vary …

Although multiscroll attractors in dissipative chaotic systems (DCSs) have complex
properties, they may be subject to reconstruction attacks in the field of information security …