Neurons can exhibit abundant electrical activities due to physical effects of various
electrophysiology environments. The electromagnetic induction flows can be triggered by …

In this review, we categorize chaotic systems with special properties in their equilibrium into
eight groups: Systems with no equilibrium (NE), systems with stable equilibrium (SE) …

Analyzing chaotic systems with coexisting and hidden attractors has been receiving much
attention recently. In this article, we analyze a four dimensional chaotic system which has a …

In this letter, a compact memristor structure unit is applied for constructing the discrete
chaotic system and, consequently, a memristor-type chaotic mapping is designed. Two …

This paper presents a new chaotic system that has four attractors including two fixed point
attractors and two symmetrical chaotic strange attractors. Dynamical properties of the …

Memristor, as a basic circuit component with strong nonlinearity, plays an important role in
designing chaotic systems. In this study, three homogenous discrete memristors are coupled …

A new chaotic system with line equilibrium is introduced in this paper. This system consists
of five terms with two transcendental nonlinearities and two quadratic nonlinearities. Various …

A new memristive system is proposed in this paper which can have no equilibrium and a line
of equilibrium based on the value of its controlling parameter. Also, changing that parameter …

In this work, we build a new four-dimensional autonomous biological snap oscillator model
for enzyme-substrate reactions in a brain waves model. We investigate the process …

In this paper, we introduce a novel snap system with a unique parameterized piecewise
quadratic nonlinearity in the form ψ nx= x-nx-dxx where n controls the symmetry of the …