In this paper, based on the Jerk system, a novel four-dimensional hyperchaotic system
containing five parametric constants, four variables, and a nonlinear term for a multi-vortex …

Stabilization by a periodic pulsed force of trajectories running away to infinity in the three-
dimensional Rössler system at a threshold of a saddle-node bifurcation, birth of equilibrium …

Hyperchaos is distinguished from chaos by the presence of at least two positive Lyapunov
exponents instead of just one in dynamical systems. A general scenario is presented here …

The generalized four-dimensional Rössler system is studied. Main bifurcation scenarios
leading to a hyperchaos are described phenomenologically and their implementation in the …

Wild pseudohyperbolic attractor in a four- dimensional Lorenz system Page 1 Nonlinearity PAPER
Wild pseudohyperbolic attractor in a fourdimensional Lorenz system To cite this article: Sergey …

This paper analyzes a case with the patient having focal structural epilepsy by processing
electroencephalogram (EEG) fragments containing the “sharp wave” pattern of brain activity …

We study nonlinear dynamics of two coupled contrast agents that are micrometer size gas
bubbles encapsulated into a viscoelastic shell. Such bubbles are used for enhancing …

Using an example of a radiophysical generator model, scenarios for the formation of various
chaotic attractors are described, including chaos and hyperchaos. It is shown that as a result …

Using an example a system of two coupled generators of quasi-periodic oscillations, we
study the occurrence of chaotic dynamics with one positive, two zero, and several negative …

This work is concerned with vibrational resonance (VR) in a fractional order Toda oscillator
model with asymmetric potential. First, by virtue of the method of separation of slow and fast …